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Testers For Water Testing - Monitors For Water Filtration - Controllers For Water Filtration

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CONTROLLERS MONITORS TDS METER
MYRON L COMPANY

MYRON L COMPANY

<h3>50 Series II Sensor Specifications:</h3> <ul> <li>Temperature Compensation: Integral thermistors provide automatic TC to 25&ordm;C between 0-100&ordm;C/32-212&ordm;F.</li> <li>Pressure /Temperature Limits: CS51: 100 psi / 690 kPa @ 100&deg;C/212&deg;F. 250 psig @ 205&deg;C, Models CS40 and CS41 sensors available on special order.</li> <li>Bushing: Modular Polypropylene threaded 3/4&rdquo; NPT. 1/2&rdquo; PVDF or 316 stainless steel fittings available as option.</li> <li>Cable: Shielded 10 ft./3 meters standard 25 and 100 ft./ 8 and 30 meter lengths available. 100 ft./30 meter is maximum recommended.</li> <li>Dimensions: CS51: Metal portion 30 L x 13 Dia. mm/ 1.2 L x .5 Dia. in.</li> </ul> <h3>Sensors &mdash; CS51LC, CS51 and CS52</h3> <p>These reliable sensors feature an integral temperature sensor to ensure accurate and rapid automatic temperature compensation. The sturdy polypropylene bushing is modular for easy inexpensive replacement. Several alternatives for the metal portion of the sensor are available, depending on the demands of the application.</p> <ul> <li>CS51LC sensors (0.1 constant) are used for 5 and below.</li> <li>CS51 sensors (1.0 constant) are used between 0-10 and 0-20,000.</li> <li>CS52 sensors (10.0 constant) are used above 20,000.</li> <li>Low cost, low temperature, low pressure sensors available upon request. See 750II Sensor Selection Guide.</li> </ul> <table style="width: 71.4254%;"> <tbody> <tr> <td style="width: 24.4829%;"><strong>Ranges</strong></td> <td style="width: 75.4888%;">34 ranges from 0-1 ppm/&mu;S (&mu;M) to 0-200 ppt/mS (mM)</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">See Price List for further details.</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Display</strong></td> <td style="width: 75.4888%;">Analog Models: 2.5 in./63 mm meter</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">Digital Models: .5 in./13 mm 3&frac12; Digit LCD</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">Digital Option: 3&frac12; or 4&frac12; Digit Backlit</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Accuracy</strong></td> <td style="width: 75.4888%;">Analog Models: &plusmn; 2% of full scale</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">Digital Models: &plusmn; 1% of full scale</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Sensitivity</strong></td> <td style="width: 75.4888%;">0.05% of full scale</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Stability</strong></td> <td style="width: 75.4888%;">0.05% of full scale</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Repeatability</strong></td> <td style="width: 75.4888%;">0.1% of full scale</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Calibration Check</strong></td> <td style="width: 75.4888%;">Built-in</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Recorder Output</strong></td> <td style="width: 75.4888%;">0-10 VDC @ 5 mA max. (linear); standard all models</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Sensor Inputs</strong></td> <td style="width: 75.4888%;">1 (3 input option available)</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Control Function</strong></td> <td style="width: 75.4888%;">Single Alarm/controller fully adjustable 0-100% of full scale</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">Hysteresis: Adjustable from 0.3-3% of full scale</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">Indicators: Above (red) and below (green) setpoint LEDs (reversible)</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">Contact Rating: SPDT 10 amp @ 250 VAC, 30 VDC. Relay operates decreasing or increasing reading (selectable).</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">Second Alarm/controller, with above specifications &ndash; optional</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Solid State Output</strong></td> <td style="width: 75.4888%;">Powered; 24 VDC unregulated 30 mA max.</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Power</strong></td> <td style="width: 75.4888%;">115/230 VAC, 50/60 Hz, &plusmn;15% (user selectable)</td> </tr> <tr> <td style="width: 24.4829%;">&nbsp;</td> <td style="width: 75.4888%;">24 VAC optional</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Maximum Power Consumption</strong></td> <td style="width: 75.4888%;">@ 115V: 100 milliamps</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Dimensions</strong></td> <td style="width: 75.4888%;">152 H x 122 W x 96 D mm / 6 H x 4.8 W x 3.8 D in.</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Construction</strong></td> <td style="width: 75.4888%;">Fully gasketed heavy-duty ABS case; water resistant and corrosion proof IP65/NEMA 4X rated</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Ambient Temp Range</strong></td> <td style="width: 75.4888%;">0-60&deg;C / 32-140&deg;F</td> </tr> <tr> <td style="width: 24.4829%;"><strong>Weight</strong></td> <td style="width: 75.4888%;">0,9 kg/2 lbs.</td> </tr> </tbody> </table>

750 SERIES II CONDUCTIVITY / TDS MONITOR / CONTROLLERS

<h3>ULTRAPENx2&trade; PTBT3 Functions:</h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>METHOD OF MEASUREMENT</strong></td> </tr> <tr> <td><strong>Hold</strong></td> <td>Once stabilized, the readings are captured then displayed.</td> </tr> <tr> <td><strong>LIVE</strong></td> <td>Real-time readings are displayed continuously during measurement.</td> </tr> </tbody> </table> <h3>ULTRAPENx2&trade; PTBT3 Specifications:</h3> <table> <tbody> <tr> <td>System Requirements:</td> <td>Myron&nbsp;L<sup>&reg;</sup> Company PTBTX2&trade; App: Apple iOS 10.0 or later; Android OS 7.0 or later.</td> </tr> <tr> <td>Measurement Range:</td> <td>ORP: -1000 mV to +1000 mV; Temperature: 0 &ndash; 71&ordm;C / 32 &ndash; 160&ordm;F&nbsp;</td> </tr> <tr> <td>Accuracy:</td> <td>ORP: &plusmn; 10 mV; Temperature: &plusmn; 0.1&ordm;C</td> </tr> <tr> <td>Resolution:</td> <td>ORP: 1 mV; Temperature: 0.1&ordm;C / 0.1&ordm;F</td> </tr> <tr> <td>Time to Reading Stabilization:</td> <td>10 &ndash; 45 Seconds</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation:</td> <td>Automatic In Calibration Mode From 15&ordm;C to 30&ordm;C</td> </tr> <tr> <td>Physical Dimensions:</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:</td> <td>50.4 g / 1.78 oz</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:&nbsp;</td> <td>One N type, Alkaline 1.5 V</td> </tr> <tr> <td>Calibration Standard Solution:</td> <td>ORP80, ORP260, ORP470</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0 &ndash; 55&ordm;C / 32 &ndash; 131&ordm;F</td> </tr> <tr> <td>Water Resistance:</td> <td>IP67 and NEMA 6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008;</td> <td>Electrostatic discharge to case of instrument may cause PTBT3 to spontaneously power on. In this case, the PTBT3 will power off after several seconds.</td> </tr> <tr> <td>FCC ID: T7VPAN17</td> <td>The Bluetooth transceiver device meets the requirements for modular transmitter <p>&nbsp;</p> <p>approval as detailed in FCC Public Notice DA00-1407.</p> </td> </tr> <tr> <td>Canada (IC), license: <p>&nbsp;</p> <p>IC: 216Q-PAN17</p> </td> <td>The Bluetooth transceiver device meets the requirements for modular transmitter <p>&nbsp;</p> <p>approval as detailed in RSS-GEN.</p> </td> </tr> </tbody> </table>

ULTRAPENX2™ PTBT3

<h3><strong>DS/pDS Meters&trade; Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Ranges: Conductivity</strong> <p>&nbsp;</p> <p><strong>pH</strong></p> </td> <td>1, 3, 4 or 5 depending on model, <span style="font-weight: 400;">2-12 pH (pDS Meters only)</span> <p>&nbsp;</p> <p>(See meters table)</p> </td> </tr> <tr> <td><strong>Readout:</strong></td> <td>2&frac12; in. taut-band shock resistant meter</td> </tr> <tr> <td><strong>Units of Measure*</strong></td> <td>Choice of parts per million (ppm) TDS or micromhos (&micro;M)/microsiemens (&micro;S) conductivity</td> </tr> <tr> <td><strong>Accuracy: Conductivity</strong> <p>&nbsp;</p> <p><strong>pH</strong></p> </td> <td>&plusmn;2% full scale&nbsp; <p>&nbsp;</p> <p>&plusmn;0.2 pH units</p> </td> </tr> <tr> <td><strong>Repeatability</strong></td> <td>&plusmn;1%</td> </tr> <tr> <td><strong>Temperature<br>Compensation</strong></td> <td>Automatic (to 25&deg;C/77&ordm;F) for conductivity samples between 10-71&deg;C/50-160&deg;F</td> </tr> <tr> <td><strong>Calibration</strong> <p>&nbsp;</p> <p><strong>Controls</strong></p> </td> <td>Conductivity&nbsp; <p>&nbsp;</p> <p>pH Zero and pH Gain</p> </td> </tr> <tr> <td><strong>Electrodes (built-in)&nbsp;</strong></td> <td>Conductivity: Never need replatinizing pH: KCl gel-filled, field replaceable</td> </tr> <tr> <td><strong>Cell Cup</strong></td> <td>Chip and crack resistant polyethylene</td> </tr> <tr> <td><strong>Circuitry</strong></td> <td>Very stable; requires minimal recalibration</td> </tr> <tr> <td><strong>Power</strong></td> <td>One 9 volt battery supplied;&nbsp; <p>&nbsp;</p> <p>Battery Life: &gt;2000 tests/1 year</p> </td> </tr> <tr> <td><strong>Dimensions</strong></td> <td>3.4 W x 4.5 D x 4.0 H in./&nbsp; <p>&nbsp;</p> <p>86 W x 114 D x 102 H mm</p> </td> </tr> <tr> <td><strong>Weight</strong></td> <td>1 lb./0,45 kg</td> </tr> </tbody> </table> <p><strong><em> *</em></strong><em>1 &micro;M (micromho) = 1 &micro;S (microsiemen)</em></p> <h3><strong>DS Meters&trade;:</strong></h3> <table> <tbody> <tr> <td><strong>Model</strong></td> <td><strong>512T4*</strong></td> <td><strong>512M5*</strong></td> <td><strong>512T5*</strong></td> <td><strong>512T10*</strong></td> <td><strong>532M1*</strong></td> <td><strong>532T1*</strong></td> <td><strong>532T2*</strong></td> <td><strong>EP-10</strong></td> <td><strong>EP</strong></td> </tr> <tr> <td><strong>Range(s)</strong></td> <td>0-2500</td> <td>0-5000</td> <td>0-5000&nbsp;</td> <td>0-10,000</td> <td>0-50 <p>&nbsp;</p> <p>0-500</p> <p>0-5000</p> </td> <td>0-50 <p>&nbsp;</p> <p>0-500</p> <p>0-5000</p> </td> <td>0-25 <p>&nbsp;</p> <p>0-250</p> <p>0-2500</p> </td> <td>0-10 <p>&nbsp;</p> <p>0-100</p> <p>0-1000</p> <p>0-10000</p> </td> <td>0-0.5 <p>&nbsp;</p> <p>0-5</p> <p>0-50</p> <p>0-500</p> <p>0-5000</p> </td> </tr> <tr> <td><strong>Units Measured</strong></td> <td>ppm**</td> <td>&micro;M&nbsp;</td> <td>ppm</td> <td>ppm**&nbsp;</td> <td>&micro;M</td> <td>ppm&nbsp;</td> <td>ppm&nbsp;</td> <td>&micro;M&nbsp;</td> <td>&micro;M, M&Omega;</td> </tr> <tr> <td><strong>Recommended<br>NIST Standard<br>Solution Key</strong></td> <td>F</td> <td>G</td> <td>G</td> <td>O</td> <td>B,D,G</td> <td>B,D,G</td> <td>A,C,F</td> <td>K,M,O</td> <td>B,D,G</td> </tr> </tbody> </table> <h3><strong>pDS Meters&trade;:</strong></h3> <table> <tbody> <tr> <td><strong>Model</strong></td> <td><strong>T6/PH*</strong></td> <td><strong>T2/PH*</strong></td> <td><strong>EP11/PH</strong></td> </tr> <tr> <td><strong>Range(s)</strong></td> <td>2-12 pH <p>&nbsp;</p> <p>0-5000&nbsp;</p> </td> <td>2-12 pH <p>&nbsp;</p> <p>0-50</p> <p>0-500</p> <p>0-5000</p> </td> <td>2-12 pH <p>&nbsp;</p> <p>0-10</p> <p>0-100</p> <p>0-1000</p> <p>0-10000</p> </td> </tr> <tr> <td><strong>Units Measured</strong></td> <td>pH, ppm</td> <td>pH, ppm</td> <td>pH, &micro;M</td> </tr> <tr> <td><strong>Recommended<br>NIST Standard<br>Solution Key</strong></td> <td>G</td> <td>B,D,G</td> <td>K,M,O</td> </tr> </tbody> </table>

DS & PDS METERS™

<h3><strong>Outputs</strong></h3> <p><strong>4-20mA / 0-20mA Output</strong><br>(Model 900M-3C only)</p> <p><strong>0-10V Recorder Output</strong><br>The 900 Series 0-10V Recorder Output can be programmed to output 0-10 or 0-5 VDC and export signals from any input channel or derived value.</p> <p><strong>Relays and Alarms</strong><br>The relays and alarms operate independently but may be programmed to work in conjunction. Relays and alarms may be set to trigger on measurement values rising above, falling below, In Window (within an upper and lower range of values), or Out Window (outside an upper and lower range of values) for any of the input channels or for derived % rejection.</p> <p><strong>RS-485 Output</strong><br>(Model 900M-3C only)</p> <p>The 900 Series features an RS-485 Serial Communications Output that streams measured and derived data in ASCII format.</p> <p><strong>PERCENT (%) REJECTION</strong><br>The Percent Rejection measurement feature compares feed water to the permeate (product) water to determine the percent of dissolved solids removed or rejected by a filtration system thereby quantifying the effectiveness of water filtration systems.</p> <table style="height: 1157px; width: 96.1649%;"> <tbody> <tr> <td style="width: 18.1778%;">&nbsp;</td> <td style="width: 14.3579%;">Conductivity</td> <td style="width: 11.1965%;">TDS</td> <td style="width: 11.8551%;">Resistivity</td> <td style="width: 11.1965%;">Salinity</td> <td style="width: 10.8013%;">pH</td> <td style="width: 8.29857%;">ORP/mV IN</td> <td style="width: 14.0944%;">Temperature</td> </tr> <tr> <td style="width: 18.1778%;">Ranges</td> <td style="width: 14.3579%;">0 &micro;S &ndash; 200 mS</td> <td style="width: 11.1965%;">0 ppm &ndash; 200 ppt</td> <td style="width: 11.8551%;">10 K&Omega; &ndash; 40 M&Omega;</td> <td style="width: 11.1965%;">0 ppm &ndash; 200 ppt</td> <td style="width: 10.8013%;">0 &ndash; 14 pH</td> <td style="width: 8.29857%;">&plusmn;2000 mV</td> <td style="width: 14.0944%;">0 &ndash; 250˚C</td> </tr> <tr> <td style="width: 18.1778%;">Accuracy</td> <td style="width: 14.3579%;">&plusmn; 1% of reading</td> <td style="width: 11.1965%;">&plusmn; 1% of reading</td> <td style="width: 11.8551%;">&plusmn; 1% of reading</td> <td style="width: 11.1965%;">&plusmn; 1% of reading</td> <td style="width: 10.8013%;">&plusmn; 0.01 pH</td> <td style="width: 8.29857%;">&plusmn; 2 mV</td> <td style="width: 14.0944%;">&plusmn; 0.1˚C</td> </tr> <tr> <td style="width: 18.1778%;">Resolution</td> <td style="width: 14.3579%;">0.01 (&lt;100 &micro;S) <p>&nbsp;</p> <p>0.1 (&lt;1000 &micro;S)</p> <p>1 (&lt;10,000 &micro;S)</p> <p>0.01 (&lt;100 mS)</p> <p>0.1 (&le;200 mS)</p> </td> <td style="width: 11.1965%;">0.01 (&lt;100 ppm) <p>&nbsp;</p> <p>0.1 (&lt;1000 ppm)</p> <p>1 (&lt;10,000 ppm)</p> <p>0.01 (&lt;100 ppt)</p> <p>0.1 (&le;200 ppt)</p> </td> <td style="width: 11.8551%;">0.01 (&lt;100 k&Omega;) <p>&nbsp;</p> <p>0.1 (&lt;1000 k&Omega;)</p> <p>0.01 (&lt;10 M&Omega;)</p> <p>0.1 (&le;40 M&Omega;)</p> </td> <td style="width: 11.1965%;">0.001 (&lt;10 ppt) <p>&nbsp;</p> <p>0.01 (&lt;100 ppt)</p> <p>0.1 (&le;200 ppt)</p> </td> <td style="width: 10.8013%;">0.01 pH</td> <td style="width: 8.29857%;">1 mV</td> <td style="width: 14.0944%;">0.1˚C/F</td> </tr> <tr> <td style="width: 18.1778%;">Auto <p>&nbsp;</p> <p>Temperature</p> <p>Compensation</p> </td> <td style="width: 14.3579%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.1965%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.8551%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.1965%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 10.8013%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Adjustable Temperature <p>&nbsp;</p> <p>Compensation</p> </td> <td style="width: 14.3579%;">0 &ndash; 10%/˚C</td> <td style="width: 11.1965%;">0 &ndash; 10%/˚C</td> <td style="width: 11.8551%;">0 &ndash; 10%/˚C</td> <td style="width: 11.1965%;">0 &ndash; 10%/˚C</td> <td style="width: 10.8013%;">On/Off</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Cond/TDS <p>&nbsp;</p> <p>Ratios</p> <p>Preprogrammed</p> </td> <td style="width: 14.3579%;">KCl, NaCl, 442&trade;</td> <td style="width: 11.1965%;">KCl, NaCl, 442&trade;</td> <td style="width: 11.8551%;">&ndash;</td> <td style="width: 11.1965%;">KCl, NaCl, 442&trade;</td> <td style="width: 10.8013%;">&ndash;</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Adjustable <p>&nbsp;</p> <p>Cond/TDS</p> <p>Ratio Factor</p> </td> <td style="width: 14.3579%;">0.20-7.99</td> <td style="width: 11.1965%;">0.20-7.99</td> <td style="width: 11.8551%;">&ndash;</td> <td style="width: 11.1965%;">0.20-7.99</td> <td style="width: 10.8013%;">&ndash;</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> </tbody> </table>

900 SERIES MULTI-PARAMETER MONITOR/CONTROLLER™

<div> <p>The table below shows the Conductivity/TDS Equivalents for various Myron&nbsp;L&reg; Standard Solutions.</p> <p><img src="data:image/webp;base64,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"></p> 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"></p> 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"></p> </div>

STANDARD SOLUTIONS & BUFFERS

<h3><strong>PoolMeter&trade; Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Ranges:</strong></td> <td>0-5000 ppm Total Dissolved Solids (TDS) &ldquo;T&rdquo; 0-5000 ppm Sodium Chloride (NaCl) &ldquo;N&rdquo;</td> </tr> <tr> <td><strong>Accuracy:</strong></td> <td>&plusmn;2% of full scale&nbsp; <p>&nbsp;</p> <p>&plusmn;1% at calibration point</p> </td> </tr> <tr> <td><strong>Repeatability:</strong></td> <td>&plusmn;1%</td> </tr> <tr> <td><strong>Temperature</strong> <p>&nbsp;</p> <p><strong>Compensation:</strong></p> </td> <td>Automatic to 25&deg;C/77&deg;F for samples&nbsp; <p>&nbsp;</p> <p>between 10-71&deg;C/50-160&deg;F</p> </td> </tr> <tr> <td><strong>Electrodes (Built-in):</strong></td> <td>Never need replatinizing or replacement&nbsp;</td> </tr> <tr> <td><strong>Cell Cup:</strong></td> <td>Chip and crack resistant polyethylene</td> </tr> <tr> <td><strong>Calibration:</strong></td> <td>Built-in standardization &ldquo;S&rdquo; value.&nbsp; <p>&nbsp;</p> <p>Easy and fast with standard solutions.</p> </td> </tr> <tr> <td><strong>Circuitry:</strong></td> <td>Sealed against moisture</td> </tr> <tr> <td><strong>Power:</strong></td> <td>One 9V battery supplied;&nbsp; <p>&nbsp;</p> <p>Battery Life: &gt;2000 tests/1 year</p> </td> </tr> <tr> <td><strong>Dimensions:</strong></td> <td>3.4 W x 4.5 D x 4.0 H in./&nbsp; <p>&nbsp;</p> <p>86 W x 114 D x 102 H mm</p> </td> </tr> <tr> <td><strong>Weight:</strong></td> <td>1 lb./0,45 kg&nbsp;</td> </tr> </tbody> </table>

POOLMETER™

<h3><strong>ULTRAPENx2&trade; PTBT5 Specifications:</strong></h3> <table> <tbody> <tr> <td>System Requirements:</td> <td>Myron&nbsp;L<sup>&reg;</sup>&nbsp;Company PTBTX2TM App: Apple iOS 10.0 or later; Android OS 7.0 or later.</td> </tr> </tbody> </table> <h3>&nbsp;</h3> <table> <tbody> <tr> <td><strong>Specifications</strong></td> <td>DO Concentration</td> <td>DO Saturation</td> <td>Temperature</td> </tr> <tr> <td>Ranges</td> <td>0-20 ppm</td> <td>0-200%</td> <td>0 &ndash; 71&deg;C / 32 &ndash; 160&deg;F</td> </tr> <tr> <td>Accuracy<span style="font-weight: 400;"><sup>1</sup></span></td> <td>&plusmn; 0.2 ppm or &plusmn; 2% of the reading, whichever is greater (up to 40&ordm;C)</td> <td>0.0% to &le; 100.0%: &plusmn; 20 counts; &gt;100%: &plusmn; 2% of the reading.</td> <td>&plusmn; 0.1&deg;C</td> </tr> <tr> <td>Resolution</td> <td>0.01 ppm</td> <td>0.1%</td> <td>0.1&deg;C/F</td> </tr> </tbody> </table> <h3>&nbsp;</h3> <table> <tbody> <tr> <td>Altitude Adjustment:</td> <td>-2,000 ft. to 15,000 ft. in increments of 100 ft.</td> </tr> <tr> <td>Salinity Adjustment:</td> <td>0 &ndash; 50 ppt in increments of 1 ppt</td> </tr> <tr> <td>Time to Reading Stabilization:</td> <td>10 &ndash; 180 seconds</td> </tr> <tr> <td>Calibration Methods:</td> <td>1 or 2 Point; 0 ppm DO Calibration Solution, Air or Water</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0 &ndash; 55&deg;C / 32 &ndash; 131&deg;F</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation for Membrane Permeability:</td> <td>Automatic</td> </tr> <tr> <td>Physical Dimensions:</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:</td> <td>54 g or 1.94 oz.</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:</td> <td>N type, Alkaline 1.5 V</td> </tr> <tr> <td>Water Resistance:</td> <td>IP67 and NEMA 6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008; 1999/5/EC Annex III Electrostatic discharge to case of instrument may cause PT5 to spontaneously power ON. In this case, the PT5 will power OFF after several seconds.</td> <td>&nbsp;</td> </tr> <tr> <td>&nbsp;</td> <td>WARNING! These products can expose you to chemicals including Di(2-ethylhexyl)phthalate (DEHP), which is known to the State of California to cause cancer and birth defects or other reproductive harm. For more information go to www.P65Warnings.ca.gov.</td> </tr> </tbody> </table> <p><sup>1</sup>Accuracy after Temperature Controlled, Full Calibration.</p> <h3><strong>ULTRAPENx2&trade; PTBT5 Measurement Modes:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>METHOD OF MEASUREMENT</strong></td> </tr> <tr> <td><strong>Hold</strong></td> <td>Displays real-time readings until stable or 3 minutes, whichever comes first, then displays final readings.</td> </tr> <tr> <td><strong>LIVE</strong></td> <td>Displays real-time readings continuously for up to 5 minutes.</td> </tr> </tbody> </table> <h3><strong>ULTRAPENx2&trade; PTBT5 Parameter Modes:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>PARAMETER MEASURED</strong></td> </tr> <tr> <td><strong>DO Default</strong></td> <td>Display alternates between DO Concentration in ppm, DO Saturation in % and Temperature.</td> </tr> <tr> <td><strong>DO Concentration</strong></td> <td>Display alternates between DO Concentration in ppm and Temperature.</td> </tr> <tr> <td><strong>DO Saturation</strong></td> <td>Display alternates between DO Saturation in % and Temperature.</td> </tr> </tbody> </table>

ULTRAPENX2™ PTBT5

<table> <tbody> <tr> <td><strong>ULTRAMETER III 9P&trade;</strong></td> <td><strong>Hard Carry Case Kit</strong></td> </tr> <tr> <td><strong>Display: </strong>4 Digit LCD</td> <td><strong>Outer Material: </strong>ABS plastic</td> </tr> <tr> <td><strong>Dimensions (LxWxH): </strong>196 x 68 x 64 mm/7.7 x 2.7 x 2.5 in.</td> <td><strong>Inner Material: </strong>Foam</td> </tr> <tr> <td><strong>Weight: </strong>352 g/12.4 oz.</td> <td><strong>Dimensions: </strong>L x W x D: 13.6 x 10 x 5.4 in./346 x 254 x 137 mm</td> </tr> <tr> <td><strong>Case/Cell Material: </strong>VALOX&reg;*</td> <td>* &reg; Sabic Innovative Plastics IP BV</td> </tr> <tr> <td><strong>Cell Capacities (w/o cell extender): </strong>pH/ORP 1,2 mL/0.04 oz.&nbsp; <p>&nbsp;</p> <p>Cond/TDS/Res: 5 mL/0.2 oz.</p> </td> <td>&nbsp;</td> </tr> <tr> <td><strong>Power: </strong>9v Alkaline Battery</td> <td>&nbsp;</td> </tr> <tr> <td><strong>Battery Life: </strong>100 Hours/5000 Readings</td> <td>&nbsp;</td> </tr> <tr> <td><strong>Operating/Storage Temperature: </strong>0-55&deg;C/32-132&deg;F</td> <td>&nbsp;</td> </tr> <tr> <td><strong>Protection Ratings: </strong>IP67/NEMA 6 (waterproof to 1 meter/3 feet)</td> <td>&nbsp;</td> </tr> <tr> <td><strong>EMI/EMC Ratings (Conformit&eacute; Europ&eacute;enne):</strong> IEC 61326-1: 2020; CISPR 11: 2015 +A1: 2016 +A2: 2019; IEC 61000-4-2: 2008; IEC 61000-4-3: 2010; IEC 61000-4-8: 2009; (EU) 2015/863 (RoHS3): +(EU) 2024/232</td> </tr> </tbody> </table> <h3><strong>Functional Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Conductivity</strong></td> <td>Ranges: 0&ndash;9999 &mu;S/cm; 10&ndash;200 mS/cm; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 &mu;S); 0.1(&lt;1000 &mu;S); 1(&lt;10 mS); 0.01(&lt;100 mS); 0.1(&lt;200 mS)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Temperature Compensation to 25&deg;C: 0&ndash;9.99%/&deg;C</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Conductivity/TDS Ratio Factor: 0.20&ndash;7.99</td> </tr> <tr> <td><strong>TDS</strong></td> <td>Ranges: 0&ndash;9999 ppm; 10&ndash;200 ppt; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 ppm); 0.1(&lt;1000 ppm); 1(&lt;10 ppt); 0.01(&lt;100 ppt); 0.1(&lt;200 ppt)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Temperature Compensation to 25&deg;C: 0&ndash;9.99%/&deg;C</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Conductivity/TDS Ratio Factor: 0.20&ndash;7.99</td> </tr> <tr> <td><strong>Resistivity</strong></td> <td>Ranges: 10 K&Omega;&ndash;30 M&Omega;</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 K&Omega;); 0.1(&lt;1000 K&Omega;); 0.1(&gt;1 M&Omega;)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Temperature Compensation to 25&deg;C: 0&ndash;9.99%/&deg;C</td> </tr> <tr> <td><strong>pH</strong></td> <td>Ranges: 0&ndash;14 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &plusmn;0.01 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>ORP</strong></td> <td>Ranges: &plusmn;999 mV</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 1 mV</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &plusmn;1 mV</td> </tr> <tr> <td><strong>Free Chlorine FC<sup>E&trade;</sup></strong></td> <td>Ranges: 0.00&ndash;9.99 ppm when 350&le;ORPmV&lt;725 and 0.0&le;pH&lt;9.9 and when 725&le;ORPmV&lt;825 and 0.0&le;pH&lt;8.9</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01 ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &lt;1.00ppm &plusmn;0.3ppm and &ge;1.00ppm &plusmn;0.2ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>Alkalinity Titration</strong></td> <td>Ranges: 10-800 ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1 ppm</td> </tr> <tr> <td><strong>Hardness Titration</strong></td> <td>Ranges: 0-1710 ppm / 0-100 grains</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1(&lt;1000 ppm); 1(&lt;1710 ppm); 0.1(&lt;100 grains)</td> </tr> <tr> <td><strong>LSI Calculator</strong></td> <td>Ranges: -10 to +10</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01</td> </tr> <tr> <td><strong>Temperature</strong></td> <td>Ranges: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1&deg;C/F</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;0.1&deg;C</td> </tr> </tbody> </table> <h6>*442 Natural Water Standard&trade; Myron L&reg; Company<br>**EM Susceptibility: When measuring 4.00 pH Buffer in 3.5 molar KCl:<br>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&plusmn; 0.2 pH in the presence or RF fields &ge; 3 V/m.<br>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&plusmn; 0.37 pH in the presence of RF fields &ge; 3 V/m at 300 MHz (&plusmn; 30 MHz) and 625 MHz (&plusmn; 50 MHz ).</h6>

ULTRAMETER™ III 9PTKB

<h3><strong>ULTRAPENx2&trade; PTBT4 Specifications:</strong></h3> <table> <tbody> <tr> <td>System Requirements:</td> <td>Myron&nbsp;L<sup>&reg;</sup> Company PTBTX2TM App: Apple iOS 10.0 or later; Android OS 7.0 or later.</td> </tr> <tr> <td>FC<sup>E</sup>&nbsp;&trade;&nbsp;Free Chlorine Range:</td> <td>0 &ndash; 10.0 ppm</td> </tr> <tr> <td>FC<sup>E</sup>&nbsp;&trade; Free Chlorine Accuracy:</td> <td>&lt; 5.00 ppm: &plusmn; 0.3 ppm; &ge; 5.00 ppm: &plusmn; 0.5 ppm</td> </tr> <tr> <td>FC<sup>E</sup>&nbsp;&trade; Free Chlorine Resolution:</td> <td>0.01 ppm</td> </tr> <tr> <td>Temperature Range:</td> <td>0 &ndash; 71&deg;C / 32 &ndash; 160&deg;F</td> </tr> <tr> <td>Temperature Accuracy:</td> <td>&plusmn; 0.1&ordm;C</td> </tr> <tr> <td>Temperature Resolution:</td> <td>0.1&ordm;C / 0.1&ordm;F</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode 30-140 mA Sleep Mode 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation:&nbsp;</td> <td>pH: Automatic to 25&ordm;C <p>&nbsp;</p> <p>ORP: Automatic In Calibration Mode From 15&ordm;C to 30&ordm;C</p> </td> </tr> <tr> <td>Physical Dimensions:&nbsp;</td> <td>17,15 cm L x 1,59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:&nbsp;</td> <td>50.4 g / 1.78 oz. (without soaker cap and lanyard)</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:&nbsp;</td> <td>One N type, Alkaline, 1.5 V</td> </tr> <tr> <td>Calibration Standard Solutions:&nbsp;</td> <td>PH4, PH7, PH10, ORP80, ORP260, ORP470</td> </tr> <tr> <td>Operating/Storage Temperature:&nbsp;</td> <td>0 &ndash; 55&ordm;C / 32 &ndash; 131&ordm;F</td> </tr> <tr> <td>Enclosure Ratings:&nbsp;</td> <td>IP67 and NEMA6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008;</td> <td>Electrostatic discharge to case of instrument may cause PTBT4 to spontaneously power ON. In this case, the PTBT4 will power OFF after several seconds.</td> </tr> </tbody> </table>

ULTRAPENX2™ PTBT4

<h3>750 Series II Resistivity Sensor Specifications:</h3> <ul> <li>Constant: 0.05</li> <li>Temperature Compensation:&nbsp; Two integral temperature sensors provide automatic TC to 25&ordm;C.</li> <li>Pressure/Temp Limits:&nbsp; 100 psi/690 kPa @ 212&ordm;F/100&ordm;C.</li> <li>Bushing: Modular Polypropylene threaded 3/4&rdquo; NPT. 1/2&rdquo; PVDF or 316 stainless steel fittings (optional).</li> <li>Cable:&nbsp; Shielded 10 ft./3 meters standard; 25 and 100 ft./ 8 and 30 meter lengths available.</li> <li>Dimensions: Metal portion 30 L x 13 Dia. mm/ 1.2 L x .5 Dia. in.; overall length 91 mm/3.6 in.</li> </ul> <h3>Resistivity Sensor &mdash; <strong>CS10</strong></h3> <p>All 750&nbsp;Series&nbsp;II&nbsp;Resistivity models require a CS10 series sensor. This reliable sensor features two integral thermistors to ensure accurate and rapid automatic temperature compensation. The sturdy polypropylene standard bushing is modular for easy, inexpensive replacement. A PVDF or 316 stainless steel bushing can also be ordered. The metal portion is available in either 316 stainless steel (standard) or titanium.</p> <table> <tbody> <tr> <td><strong>Ranges</strong></td> <td>7 ranges from 0-200K to 0-20M&Omega;</td> </tr> <tr> <td>&nbsp;</td> <td>See Price List for further details.</td> </tr> <tr> <td><strong>Display</strong></td> <td>Analog Models: 2.5 in./63 mm meter</td> </tr> <tr> <td>&nbsp;</td> <td>Digital Models: .5 in./13 mm 3&frac12; Digit LCD</td> </tr> <tr> <td>&nbsp;</td> <td>Digital Option: 3&frac12; Digit Backlit</td> </tr> <tr> <td><strong>Accuracy</strong></td> <td>Analog Models: &plusmn; 2% of full scale</td> </tr> <tr> <td>&nbsp;</td> <td>Digital Models: &plusmn; 1% of full scale</td> </tr> <tr> <td><strong>Sensitivity</strong></td> <td>0.05% of full scale</td> </tr> <tr> <td><strong>Stability</strong></td> <td>0.05% of full scale</td> </tr> <tr> <td><strong>Repeatability</strong></td> <td>0.1% of full scale</td> </tr> <tr> <td><strong>Calibration Check</strong></td> <td>Built-in</td> </tr> <tr> <td><strong>Recorder Output</strong></td> <td>0-10 VDC @ 5 mA max. (linear); standard all models</td> </tr> <tr> <td><strong>Sensor Inputs</strong></td> <td>1 (3 input option available)</td> </tr> <tr> <td><strong>Control Function</strong></td> <td>Single Alarm/controller fully adjustable 0-100% of full scale</td> </tr> <tr> <td>&nbsp;</td> <td>Hysteresis: Adjustable from 0.3-3% of full scale</td> </tr> <tr> <td>&nbsp;</td> <td>Indicators: Above (green) and below (red) setpoint LEDs (reversible)</td> </tr> <tr> <td>&nbsp;</td> <td>Contact Rating: SPDT 10 amp @ 250 VAC, 30 VDC. Relay operates decreasing or increasing reading (selectable).</td> </tr> <tr> <td>&nbsp;</td> <td>Second Alarm/controller, with above specifications &ndash; optional</td> </tr> <tr> <td><strong>Solid State Output</strong></td> <td>Powered; 24 VDC unregulated 30 mA max.</td> </tr> <tr> <td><strong>Power</strong></td> <td>115/230 VAC, 50/60 Hz, &plusmn;15% (user selectable)</td> </tr> <tr> <td>&nbsp;</td> <td>24 VAC optional</td> </tr> <tr> <td><strong>Maximum Power Consumption</strong></td> <td>@ 115V: 100 milliamps</td> </tr> <tr> <td><strong>Dimensions</strong></td> <td>152 H x 122 W x 96 D mm / 6 H x 4.8 W x 3.8 D in.</td> </tr> <tr> <td><strong>Construction</strong></td> <td>Fully gasketed heavy-duty ABS case; water resistant and corrosion proof IP65/NEMA 4X rated</td> </tr> <tr> <td><strong>Ambient Temp Range</strong></td> <td>0-60&deg;C / 32-140&deg;F</td> </tr> <tr> <td><strong>Weight</strong></td> <td>0,9 kg/2 lbs.</td> </tr> </tbody> </table>

750 SERIES II RESISTIVITY MONITOR / CONTROLLERS

<h3>720 Series II Sensor Specifications:</h3> <ul> <li>Temperature Compensation: Integral temperature sensor provides automatic TC to 25&deg;C between 0 &ndash; 100&deg;C/ 32 &ndash; 212&deg;F.</li> <li>Pressure/Temperature Limits: P72S: Intermittent use up to 50 psi/690 kPa 100&deg;C/212&deg;F. High Temperature models available, see pH/ORP Sensor Selection Guide.</li> <li>Cable: 5 wire, 24 ga. shielded, 10 ft./3 meters standard. 25 and 100 ft./8 and 30 meter lengths available.</li> <li>Material: 1/2&Prime; MNPT: CPVC body. 3/4&Prime; MNPT: Ryton&reg;* body.</li> <li>Dimensions: P72S typical: overall length 165 mm/6.5 in., body 127 mm/5 in., electrode length 19 mm/.75 in.</li> <li>*Ryton&reg; PPS is a registered trademark of Chevron Phillips Chemical Company LLC</li> </ul> <p>&nbsp;</p> <h3>Functional Specifications:</h3> <table style="width: 76.4797%;"> <tbody> <tr> <td style="width: 26.6253%;"><strong>Ranges</strong></td> <td style="width: 73.3526%;">0-14 pH or &plusmn;2000 mV ORP</td> </tr> <tr> <td style="width: 26.6253%;"><strong> Display</strong></td> <td style="width: 73.3526%;">Analog Models: 2.5 in./63 mm meter</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Digital Models: .5 in./13 mm 3&frac12; Digit LCD</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Digital Option: 3&frac12; Digit Backlit</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Linearity</strong></td> <td style="width: 73.3526%;">Electronics: &plusmn;0.05% (&plusmn;0.01 pH units/&plusmn;1 mV of full scale)</td> </tr> <tr> <td style="width: 26.6253%;"><strong> Resolution</strong></td> <td style="width: 73.3526%;">Analog Meter: &plusmn;0.13 pH units/&plusmn;40 mV</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Digital Display: &plusmn;0.01 pH units/&plusmn;1 mV</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Sensitivity</strong></td> <td style="width: 73.3526%;">0.05% of full scale (0.01 pH units/1.0 mV)</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Stability</strong></td> <td style="width: 73.3526%;">&plusmn;0.05% of full scale (&plusmn;0.01 pH units/&plusmn;1.0 mV)</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Repeatability</strong></td> <td style="width: 73.3526%;">&plusmn;0.05% of full scale (&plusmn;0.01 pH units/&plusmn;1.0 mV)</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Calibration Check</strong></td> <td style="width: 73.3526%;">Built-in (7 and 0 pH / 0 and -2000 mV)</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Recorder Output</strong></td> <td style="width: 73.3526%;">Isolated 0-10 VDC @ 5 mA max. (linear); standard all models 100&Omega;</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Output Impedance</strong></td> <td style="width: 73.3526%;">100&Omega; &plusmn;5%</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Sensor Inputs</strong></td> <td style="width: 73.3526%;">1; 3 input option available.</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">(pH &amp; ORP sensors may NOT be mixed.)</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Control Function</strong></td> <td style="width: 73.3526%;">Single Alarm/controller fully adjustable 0-100% of full scale</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Hysteresis: Adjustable from 0.3-3% of full scale</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Indicators: Above (red) and below (green) set point LEDs (reversible)</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Contact Rating: SPDT 10 amp @ 125 VAC, 30 VDC</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Relay operates increasing or decreasing reading (selectable)</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">Second Alarm/controller, with above specifications &ndash; optional</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Solid State Output</strong></td> <td style="width: 73.3526%;">Powered; 24 VDC unregulated 30 mA max.</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Power</strong></td> <td style="width: 73.3526%;">115/230 VAC, 50/60 Hz, &plusmn;15% (user selectable)</td> </tr> <tr> <td style="width: 26.6253%;">&nbsp;</td> <td style="width: 73.3526%;">24 VAC optional</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Maximum Power Consumption</strong></td> <td style="width: 73.3526%;">@ 115V: 100 milliamps</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Dimensions</strong></td> <td style="width: 73.3526%;">152 H x 122 W x 96 D mm / 6 H x 4.8 W x 3.8 D in.</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Construction</strong></td> <td style="width: 73.3526%;">Fully gasketed, heavy-duty ABS case; water resistant and corrosion proof IP65/NEMA 4X rated</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Ambient Temp Range</strong></td> <td style="width: 73.3526%;">0-60&deg;C / 32-140&deg;F</td> </tr> <tr> <td style="width: 26.6253%;"><strong>Weight</strong></td> <td style="width: 73.3526%;">0,9 kg/2 lbs.</td> </tr> </tbody> </table>

720 SERIES II PH / ORP MONITOR / CONTROLLERS

<h3><strong>ULTRAPENx2&trade; PTBT2 Specifications:<br></strong></h3> <table> <tbody> <tr> <td>System Requirements:</td> <td>Myron&nbsp;L<sup>&reg;</sup>&nbsp;Company PTBTX2&trade; App: Apple iOS 10.0 or later; Android OS 7.0 or later</td> </tr> <tr> <td>Measurement Range:</td> <td>0.00 &ndash; 14.00 pH; Temperature: 0&deg;-71&deg;C / 32-160&deg;F</td> </tr> <tr> <td>Accuracy (After Wet Calibration):</td> <td>&plusmn; 0.01 pH; Temperature: &plusmn; 0.1&ordm;C</td> </tr> <tr> <td>Repeatability:</td> <td>&plusmn; 0.01 pH; Temperature: &plusmn; 0.1&ordm;C / &plusmn; 0.1&ordm;F</td> </tr> <tr> <td>Resolution:</td> <td>0.01 pH; Temperature: 0.1&ordm;C / &ordm;F</td> </tr> <tr> <td>Time to Reading Stabilization:</td> <td>10 &ndash; 30 Seconds</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation:</td> <td>Automatic to 25&ordm;C</td> </tr> <tr> <td>Physical Dimensions:</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:</td> <td>54 g or 1.94 oz</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:&nbsp;</td> <td>One N type, Alkaline 1.5 V</td> </tr> <tr> <td>Calibration Standard Solution:</td> <td>4.0 pH, 7.0 pH, 10.0 pH</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0 &ndash; 55&ordm;C / 32 &ndash; 131&ordm;F</td> </tr> <tr> <td>Water Resistance:</td> <td>IP67 and NEMA 6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008;&nbsp;</td> <td>Electrostatic discharge to case of instrument may cause PTBT2 to spontaneously <p>&nbsp;</p> <p>power on. In this case, the PTBT2 will power off after several seconds</p> </td> </tr> <tr> <td>FCC ID: T7VPAN17</td> <td>The Bluetooth transceiver device meets the requirements for modular transmitter <p>&nbsp;</p> <p>approval as detailed in FCC Public Notice DA00-1407.</p> </td> </tr> <tr> <td>Canada (IC), license: <p>&nbsp;</p> <p>IC: 216Q-PAN17</p> </td> <td>The Bluetooth transceiver device meets the requirements for modular transmitter <p>&nbsp;</p> <p>approval as detailed in RSS-GEN.&nbsp;</p> </td> </tr> </tbody> </table>

ULTRAPENX2™ PTBT2

<p>Item Part: <strong>MYRON 6PIIFC</strong><br>Measures 6 parameters on field:</p> <ul> <li>Conductivity</li> <li>Resistivity (10 K&Omega;&ndash;30 M&Omega;)</li> <li>TDS</li> <li>ORP (&plusmn;999 mV)</li> <li>Free Chlorine (0.00&ndash;9.99 ppm)</li> <li>pH (0&ndash;14)</li> <li>Temperature (0&ndash;71 &deg;C)</li> </ul> <p>ORP mV to ppm free chlorine conversion pH/ORP Sensor protective cap<br>Four-digit display for full 9999 readings, with autoranging capability up to 200 mS/200 ppt<br>Memory for 100 readings with Date &amp; Time Stamp<br>capable of wireless data transfer with bluDock&trade; option installed<br>Automatic temperature compensation<br>Auto shut-off<br>Waterproof<br>Power: 9 V battery (1)<br>Dimensions: 7.7&rdquo; x 2.7&rdquo; x 2.5&rdquo;</p>

MYRON 6PFC E ULTRAMETER II

<h3><strong>ULTRAPEN&trade; PT5 Measurement Modes:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>METHOD OF MEASUREMENT</strong></td> </tr> <tr> <td><strong>Hold</strong></td> <td>Displays real-time readings until stable or 3 minutes, whichever comes first, then displays final readings.</td> </tr> <tr> <td><strong>LIVE</strong></td> <td>Displays real-time readings continuously for up to 5 minutes.</td> </tr> </tbody> </table> <h3><strong>ULTRAPEN&trade; PT5 Parameter Modes:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>PARAMETER MEASURED</strong></td> </tr> <tr> <td><strong>DO Default</strong></td> <td>Display alternates between DO Concentration in ppm, DO Saturation in % and Temperature.</td> </tr> <tr> <td><strong>DO Concentration</strong></td> <td>Display alternates between DO Concentration in ppm and Temperature.</td> </tr> <tr> <td><strong>DO Saturation</strong></td> <td>Display alternates between DO Saturation in % and Temperature.</td> </tr> </tbody> </table> <h3><strong>ULTRAPEN&trade; PT5 Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Specifications</strong></td> <td>DO Concentration</td> <td>DO Saturation</td> <td>Temperature</td> </tr> <tr> <td>Ranges</td> <td>0-20 ppm</td> <td>0-200%</td> <td>0 &ndash; 71&deg;C / 32 &ndash; 160&deg;F</td> </tr> <tr> <td>Accuracy<span style="font-weight: 400;"><sup>1</sup></span></td> <td>&plusmn; 0.2 ppm or &plusmn; 2% of the reading, whichever is greater (up to 40&ordm;C)</td> <td>0.0% to &le; 100.0%: &plusmn; 20 counts; &gt;100%: &plusmn; 2% of the reading.</td> <td>&plusmn; 0.1&deg;C</td> </tr> <tr> <td>Resolution</td> <td>0.01 ppm</td> <td>0.1%</td> <td>0.1&deg;C/F</td> </tr> </tbody> </table> <table> <tbody> <tr> <td>Altitude Adjustment:</td> <td>-2,000 ft. to 15,000 ft. in increments of 100 ft.</td> </tr> <tr> <td>Salinity Adjustment:</td> <td>0 &ndash; 50 ppt in increments of 1 ppt</td> </tr> <tr> <td>Time to Reading Stabilization:</td> <td>10 &ndash; 180 seconds</td> </tr> <tr> <td>Calibration Methods:</td> <td>1 or 2 Point; 0 ppm DO Calibration Solution, Air or Water</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0 &ndash; 55&deg;C / 32 &ndash; 131&deg;F</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation for Membrane Permeability:</td> <td>Automatic</td> </tr> <tr> <td>Physical Dimensions:</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:</td> <td>54 g or 1.94 oz.</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:</td> <td>N type, Alkaline 1.5 V</td> </tr> <tr> <td>Water Resistance:</td> <td>IP67 and NEMA 6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008; 1999/5/EC Annex III&nbsp;</td> <td>Electrostatic discharge to case of instrument may cause PT5 to spontaneously power ON. In this case, the PT5 will power OFF after several seconds.</td> </tr> </tbody> </table>

ULTRAPEN™ PT5

<h3><strong>ULTRAPEN&trade; PT6 Measurement Modes:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>METHOD OF MEASUREMENT</strong></td> </tr> <tr> <td><strong>Hold</strong></td> <td>Displays real-time readings until the LED turns solid ON, then displays final readings.</td> </tr> <tr> <td><strong>LIVE</strong></td> <td>Displays real-time readings continuously for up to 5 minutes.</td> </tr> </tbody> </table> <h3><strong>ULTRAPEN&trade; PT6 Parameter Modes:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>PARAMETER MEASURED</strong></td> </tr> <tr> <td><strong>N</strong></td> <td>Display alternates between Nitrate as Nitrogen (NO3&mdash;N), and Temperature</td> </tr> <tr> <td><strong>NO3</strong></td> <td>Display alternates between Nitrate (NO3&mdash;), and Temperature</td> </tr> <tr> <td><strong>mV</strong></td> <td>Display alternates between millivolt (mV), and Temperature</td> </tr> </tbody> </table> <h3><strong>ULTRAPEN&trade; PT6 Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Specifications</strong></td> <td>Nitrate as Nitrogen NO3&mdash;N</td> <td>Nitrate NO3&mdash;</td> <td>Temperature</td> </tr> <tr> <td>Ranges</td> <td>1-1400 ppm</td> <td>4.4-6200 ppm</td> <td>0 &ndash; 71&deg;C / 32 &ndash; 160&deg;F</td> </tr> <tr> <td>Accuracy<span style="font-weight: 400;"><sup>1</sup></span></td> <td>&plusmn; 10% of the reading</td> <td>&plusmn; 10% of the reading</td> <td>&plusmn; 0.1&deg;C</td> </tr> <tr> <td>Resolution</td> <td>0.1 ppm</td> <td>0.1 ppm</td> <td>0.1&deg;C/F</td> </tr> </tbody> </table> <table> <tbody> <tr> <td>pH Range:</td> <td>3-11 pH</td> </tr> <tr> <td>Time to Reading Stabilization:</td> <td>10 &ndash; 180 seconds</td> </tr> <tr> <td>Power Consumption: Active Mode:</td> <td>30 &ndash; 140 mA, Sleep Mode: 2 &mu;A</td> </tr> <tr> <td>Physical Dimensions:</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:</td> <td>54 g or 1.94 oz.</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:</td> <td>N type, Alkaline 1.5 V</td> </tr> <tr> <td>Calibration Standard Solutions:</td> <td>1, 10, 100, or 1000 ppm NO3&mdash;N</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0-40&deg;<span style="font-weight: 400;">C / 32-104&deg;</span>F<sup>2</sup></td> </tr> <tr> <td>Enclosure Ratings:</td> <td>IP67 and NEMA 6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008; Electrostatic discharge to case of instrument may cause PT6 to spontaneously power ON. In this case, the PT6 will power OFF after several seconds.</td> </tr> </tbody> </table>

ULTRAPEN™ PT6

<h3><strong>AGRI-METERS&trade; Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Conductivity Range:</strong></td> <td>0-5 millimhos</td> </tr> <tr> <td><strong>pH Range:</strong></td> <td>2-12 pH (AG6/PH only)</td> </tr> <tr> <td><strong>Accuracy:</strong></td> <td>pH: &plusmn;0.2 pH units<br>Conductivity: &plusmn;2% of full scale</td> </tr> <tr> <td><strong>Repeatability:</strong></td> <td>&plusmn;1%</td> </tr> <tr> <td><strong>Temperature Compensation:</strong></td> <td>Automatic (to 25&deg;C) for Conductivity samples between 50-160&deg;F/10-71&deg;C</td> </tr> <tr> <td><strong>Electrodes (Built-in):</strong></td> <td>pH: KCI gel-filled; field replaceable<br>Conductivity: Never need replatinizing or replacement</td> </tr> <tr> <td><strong>Calibration:</strong></td> <td>Easy finger adjustment of pH Zero and Gain (slope) and Conductivity</td> </tr> <tr> <td><strong>Circuitry:</strong></td> <td>Solid State sealed against moisture</td> </tr> <tr> <td><strong>Power:</strong></td> <td>One 9-volt battery supplied</td> </tr> <tr> <td><strong>Battery Life:</strong></td> <td>Approximately one year or 2,000 tests</td> </tr> <tr> <td><strong>Case:</strong></td> <td>Heavy gauge textured ABS</td> </tr> <tr> <td><strong>Cell Cup:</strong></td> <td>Chip/crack resistant polyethylene</td> </tr> <tr> <td><strong>Dimensions:</strong></td> <td>3.4 W x 4.5 D x 4.0 H in./86 x 114 x 102 mm</td> </tr> <tr> <td><strong>Weight:</strong></td> <td>Less than 1 lb./0,45 kg</td> </tr> </tbody> </table>

AGRI-METERS™

<h3><strong>ULTRAPEN&trade; PT4 Measurement Modes:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>METHOD OF MEASUREMENT</strong></td> </tr> <tr> <td><strong>Hold (default)</strong></td> <td>Once stabilized, the readings are captured then displayed.</td> </tr> <tr> <td><strong>LIVE</strong></td> <td>Real-time readings are displayed continuously during measurement.</td> </tr> </tbody> </table> <h3><strong>ULTRAPEN&trade; PT4 Specifications:</strong></h3> <table> <tbody> <tr> <td>FC<sup>E</sup>&nbsp;&trade; Free Chlorine Range:</td> <td>0 &ndash; 10.0 ppm</td> </tr> <tr> <td>FC<sup>E</sup>&nbsp;&trade; Free Chlorine Accuracy:</td> <td>&lt; 5.00 ppm: &plusmn; 0.3 ppm, &ge; 5.00 ppm: &plusmn; 0.5 ppm</td> </tr> <tr> <td>FC<sup>E</sup>&nbsp;&trade; Free Chlorine Resolution:</td> <td>0.01 ppm</td> </tr> <tr> <td>Temperature Range:</td> <td>0 &ndash; 71&deg;C / 32 &ndash; 160&deg;F</td> </tr> <tr> <td>Temperature Accuracy:</td> <td>&plusmn; 0.1&ordm;C</td> </tr> <tr> <td>Temperature Resolution:</td> <td>0.1&ordm;C / 0.1&ordm;F</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation:&nbsp;</td> <td>pH : Automatic to 25&deg;C ORP: Automatic in Calibration Mode from 15&ordm;C to 30&ordm;C</td> </tr> <tr> <td>Physical Dimensions:&nbsp;</td> <td>17.15 cm L x 1,59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:&nbsp;</td> <td>50.4 g / 1.78 oz. (without soaker cap and lanyard)</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:&nbsp;</td> <td>One N type, Alkaline, 1.5 V</td> </tr> <tr> <td>Calibration Standard Solutions:&nbsp;</td> <td>PH4, PH7, PH10, ORP80, ORP260, ORP470</td> </tr> <tr> <td>Operating/Storage Temperature:&nbsp;</td> <td>0 &ndash; 55&ordm;C / 32 &ndash; 131&ordm;F</td> </tr> <tr> <td>Enclosure Ratings:&nbsp;</td> <td>IP67 and NEMA6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008:&nbsp;</td> <td>Electrostatic discharge to the PT4 may cause it to spontaneously turn on. If this <span style="font-weight: 400;">occurs, the PT4 will turn off.</span></td> </tr> </tbody> </table>

ULTRAPEN™ PT4

<p>Item Part: <strong>TDS-MYRON PT1</strong><br>Handheld meter with pocket clip<br>Measures 4 parameters:</p> <ul> <li>Conductivity</li> <li>TDS</li> <li>Salinity</li> <li>Temperature</li> <li>Accuracy: &plusmn;1 %</li> </ul> <p>Automatic temperature compensation Autoranging<br>Waterproof<br>Power: N Type Battery (1), included<br>Dimension: 6.75&rdquo; L x 0.625&rdquo; D</p>

ULTRAPEN TDS METER

<div> <p>Soft and hard carry cases for all digital and analog handheld models such as <a href="https://www.myronl.com/products/handheld-portable-instruments/ultrameter-ii/">Ultrameter&nbsp;II&trade;</a>,&nbsp;<a href="https://www.myronl.com/products/handheld-portable-instruments/techpro-ii/">TechPro&nbsp;II&trade;</a>,&nbsp;<a href="https://www.myronl.com/products/handheld-portable-instruments/poolpro/">POOLPRO&trade;</a>&nbsp;and&nbsp;<a href="https://www.myronl.com/products/handheld-portable-instruments/ds-pds-meters/">DS/pDS METERS.</a></p> <div> <h3>UPP</h3> <p><strong>For<span id="_ctl1_ProductListing__ctl3_Description18">&nbsp;all digital handheld models</span></strong><br>Small hard foam-lined protective carry case</p> <p><img 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width="247" height="266"></p> </div> <div> <h3>PTP</h3> <p><strong>For<span id="_ctl1_ProductListing__ctl3_Description18"> all analog handheld models</span><br></strong>Small hard foam-lined protective carry case</p> <p><img 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" width="242" height="320"></p> </div> <div> <h3>UCC</h3> <p><strong>For<span id="_ctl1_ProductListing__ctl3_Description18">&nbsp;all digital handheld models</span><br></strong>Soft protective Nylon padded case with zipper closure and belt clip for hands-free mobility. Color: Blue</p> <p><img 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" width="126" height="245"></p> </div> <div> <h3>UCCDT</h3> <p><strong>For<span id="_ctl1_ProductListing__ctl3_Description18">&nbsp;all digital handheld models</span><br></strong>Soft protective Nylon padded case with zipper closure and belt clip for hands-free mobility. Color: Tan</p> <p><img 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" width="218" height="479"></p> <p>ASK FOR YOURS NOW!!</p> </div> </div>

SMALL CARRY CASES SOFT AND HARD CARRY CASES FOR ALL DIGITAL AND ANALOG HANDHELD MODELS

<p>Item Part: <strong>TDS</strong><br>Handheld TDS meter with pocket clip<br>Range: 0-2999 ppm<br>Accuracy: 1 ppm<br>Hold function keep measure even when tester is not in water<br>Automatic temperature compensation<br>Auto shut off (saves battery)<br>Back-light color indicator:<br>Green: &le; 40 ppm<br>Red: &gt; 40 ppm<br>Battery operated (3 V Lithium CR2032, included)<br>Dimension: 150 mm x 27 mm x 17 mm</p>

POCKET TDS METER

<h3><strong>TechPro II&trade; Specifications:</strong></h3> <table> <tbody> <tr> <td>Display:</td> <td>4 Digit Liquid Crystal Display</td> </tr> <tr> <td>Dimensions:</td> <td>196 x 68 x 64 mm/7.7 x 2.7 x 2.5 in</td> </tr> <tr> <td>Weight:</td> <td>320 g/11.2 oz.</td> </tr> <tr> <td>Case/Cell Material:</td> <td>Valox</td> </tr> <tr> <td>Cond/TDS Cell Capacity:</td> <td>5 ml/0.2 oz.</td> </tr> <tr> <td>pH Sensor Well Capacity:</td> <td>1.2 ml/0.04 oz.&nbsp;</td> </tr> <tr> <td>Power:</td> <td>9V alkaline battery</td> </tr> <tr> <td>Battery Life:</td> <td>&gt;100 hours (5000 readings)</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0 &ndash; 55&deg;C/32 &ndash; 132&deg;F</td> </tr> <tr> <td>Protection Ratings:</td> <td>IP67/NEMA 6 WATERPROOF</td> </tr> </tbody> </table> <h3><strong>TechPro II&trade; Parameters:</strong></h3> <h4><strong>Ranges:</strong></h4> <table> <tbody> <tr> <td><strong>Model</strong></td> <td><strong>Conductivity</strong></td> <td><strong>TDS</strong></td> <td><strong>pH</strong></td> <td><strong>TC &ndash; 25&deg;C/77&deg;F&nbsp;</strong></td> </tr> <tr> <td><strong>TP1</strong></td> <td>0 &ndash; 9999 &micro;S <p>&nbsp;</p> <p>10 &ndash; 20.00 mS&nbsp;</p> </td> <td>0 &ndash; 9999 ppm <p>&nbsp;</p> <p>10 &ndash; 20.00 ppt</p> </td> <td>&mdash;&nbsp;</td> <td>0 &ndash; 71&deg;C&nbsp; <p>&nbsp;</p> <p>32 &ndash; 160&deg;F</p> </td> </tr> <tr> <td><strong>TPH1</strong></td> <td>0 &ndash; 9999 &micro;S&nbsp; <p>&nbsp;</p> <p>10 &ndash; 20.00 mS</p> </td> <td>0 &ndash; 9999 ppm <p>&nbsp;</p> <p>10 &ndash; 20.00 ppt&nbsp;</p> </td> <td>0 &ndash; 14&nbsp;</td> <td>0 &ndash; 71&deg;C <p>&nbsp;</p> <p>32 &ndash; 160&deg;F&nbsp;</p> </td> </tr> </tbody> </table> <h3><strong>Accuracy:</strong></h3> <table> <tbody> <tr> <td><strong>Model</strong></td> <td><strong>Conductivity/TDS</strong></td> <td><strong>pH</strong></td> <td><strong>Temperature Reading</strong></td> </tr> <tr> <td><strong>TP1</strong></td> <td>&plusmn;1% of reading&nbsp;</td> <td>&mdash;&nbsp;</td> <td>&plusmn;0.1&deg;C/F</td> </tr> <tr> <td><strong>TPH1</strong></td> <td>&plusmn;1% of reading&nbsp;</td> <td>&plusmn;0.02 pH</td> <td>&plusmn;0.1&deg;C/F</td> </tr> </tbody> </table>

TECHPRO™ II (TP1, TPH1)

<h3><strong>DIALYSATE METERS&trade; Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Ranges:</strong></td> <td>&nbsp;</td> </tr> <tr> <td><strong>MODEL D-1</strong></td> <td>11-15 millimhos</td> </tr> <tr> <td><strong>MODEL D-2</strong></td> <td>0-10 millimhos <p>&nbsp;</p> <p>0-20 millimhos</p> </td> </tr> <tr> <td><strong>Accuracy:</strong></td> <td>&plusmn; 2% of full scale <p>&nbsp;</p> <p>&plusmn;1% at calibration point</p> </td> </tr> <tr> <td><strong>Repeatability:</strong></td> <td>&plusmn;1%</td> </tr> <tr> <td><strong>Temperature Compensation:</strong></td> <td>Automatic to 25&deg;C/77&deg;F for samples 10-71&deg;C/50-160&deg;F</td> </tr> <tr> <td><strong>Electrodes:</strong></td> <td>Never need replatinizing or replacement</td> </tr> <tr> <td><strong>Calibration:</strong></td> <td>Easy and fast with Standard Solutions and finger adjustable internal trimmer</td> </tr> <tr> <td><strong>Circuitry:</strong></td> <td>Solid state, sealed against moisture</td> </tr> <tr> <td><strong>Power:</strong></td> <td>Two standard 9-volt batteries supplied</td> </tr> <tr> <td><strong>Battery Life:</strong></td> <td>Approximately 1 year or 2,000 tests</td> </tr> <tr> <td><strong>Case:</strong></td> <td>Heavy gauge, textured ABS</td> </tr> <tr> <td><strong>Cell Cup:</strong></td> <td>Chip/crack resistant polyethylene</td> </tr> <tr> <td><strong>Dimensions:</strong></td> <td>3.4 W x 4.5 D x 4.0 H in./ 86 x 114 x 102 mm</td> </tr> <tr> <td><strong>Weight:</strong></td> <td>1 lb./450 grams</td> </tr> </tbody> </table>

DIALYSATE METERS™ SINGLE & DUAL RANGE

<h3><strong>POOLPRO&trade; Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Display: </strong>4 Digit Liquid Crystal Display</td> </tr> <tr> <td><strong>Dimensions:</strong> LxWxH 196 x 68 x 64 mm/ 7.7 x 2.7 x 2.5 in.</td> </tr> <tr> <td><strong>Weight:</strong> 352 g/12.4 oz.</td> </tr> <tr> <td><strong>Case/conductivity cell material:</strong> VALOX&trade;</td> </tr> <tr> <td><strong>Cell capacities (w/o cell extender): </strong>pH/ORP: 1,2 mL/0.04 oz. Cond/TDS/MIN/SALT: 5 mL/0.2 oz.</td> </tr> <tr> <td><strong>Power:</strong> 9V alkaline battery</td> </tr> <tr> <td><strong>Battery life:</strong> &gt;100 hours (5000 readings)</td> </tr> <tr> <td><strong>Operating/storage temperature:</strong> 0 &ndash; 55&deg;C/32 &ndash; 132&deg;F</td> </tr> <tr> <td><strong>Protection Ratings: </strong>IP67/NEMA 6 (waterproof to 1 meter/3 feet)</td> </tr> <tr> <td><strong>EMI/EMC Ratings (Conformit&eacute; Europ&eacute;enne):</strong> IEC 61326-1: 2020; CISPR 11: 2015 +A1: 2016 +A2: 2019; IEC 61000-4-2: 2008; IEC 61000-4-3: 2010; IEC 61000-4-8: 2009; (EU) 2015/863 (RoHS3): +(EU) 2024/232</td> </tr> </tbody> </table> <h6>*&trade;SABIC INNOVATIVE PLASTICS IP BV</h6> <h3><strong>Functional Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Conductivity</strong></td> <td>Ranges: 0&ndash;9999 &mu;S/cm; 10&ndash;200 mS/cm; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 &mu;S); 0.1(&lt;1000 &mu;S); 1(&lt;10 mS); 0.01(&lt;100 mS); 0.1(&lt;200 mS)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td><strong>TDS</strong></td> <td>Ranges: 0&ndash;9999 ppm; 10&ndash;200 ppt; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 ppm); 0.1(&lt;1000 ppm); 1(&lt;10 ppt); 0.01(&lt;100 ppt); 0.1(&lt;200 ppt)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td><strong>Mineral/Salt</strong></td> <td>Ranges: 0&ndash;200 ppt; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 ppm); 0.1(&lt;1000 ppm); 1(&lt;10 ppt); 0.01(&lt;100 ppt); 0.1(&lt;200 ppt)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td><strong>pH</strong></td> <td>Ranges: 0&ndash;14 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &plusmn;0.01 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>ORP</strong></td> <td>Ranges: &plusmn;999 mV</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 1 mV</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &plusmn;1 mV</td> </tr> <tr> <td><strong>Free Chlorine FC<sup>E&trade;</sup></strong></td> <td>Ranges: 0.00&ndash;9.99 ppm when 350&le;ORPmV&lt;725 and 0.0&le;pH&lt;9.9 and when 725&le;ORPmV&lt;825 and 0.0&le;pH&lt;8.9</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01 ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &lt;1.00ppm &plusmn;0.3ppm and &ge;1.00ppm &plusmn;0.2ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>Alkalinity Titration</strong></td> <td>Ranges: 10-800 ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1 ppm</td> </tr> <tr> <td><strong>Hardness Titration</strong></td> <td>Ranges: 0-1710 ppm / 0-100 grains</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1(&lt;1000 ppm); 1(&lt;1710 ppm); 0.1(&lt;100 grains)</td> </tr> <tr> <td><strong>LSI Calculator</strong></td> <td>Ranges: -10 to +10</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01</td> </tr> <tr> <td><strong>Temperature</strong></td> <td>Ranges: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1&deg;C/F</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;0.1&deg;C</td> </tr> </tbody> </table> <h6>*442 Natural Water Standard&trade; Myron L&reg; Company<br>**EM Susceptibility: When measuring 4.00 pH Buffer in 3.5 molar KCl:<br>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&plusmn; 0.2 pH in the presence or RF fields &ge; 3 V/m.<br>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&plusmn; 0.37 pH in the presence of RF fields &ge; 3 V/m at 300 MHz (&plusmn; 30 MHz) and 625 MHz (&plusmn; 50 MHz ).</h6>

POOLPRO™ PS6FCᴱ & PS9TKB

<h3><strong>ULTRAPEN&trade; PTBT6 Specifications:</strong></h3> <table> <tbody> <tr> <td>System Requirements:</td> <td>Myron&nbsp;L<sup>&reg;</sup>&nbsp;Company PTBTX2TM App: Apple iOS 10.0 or later; Android OS 7.0 or later.</td> </tr> </tbody> </table> <table> <tbody> <tr> <td><strong>Specifications</strong></td> <td>Nitrate as Nitrogen NO<sub>3</sub>&ndash;N</td> <td>Nitrate NO<sub>3</sub>&ndash;</td> <td>Temperature</td> </tr> <tr> <td>Ranges</td> <td>1-1400 ppm</td> <td>4.4-6200 ppm</td> <td>0 &ndash; 71&deg;C / 32 &ndash; 160&deg;F</td> </tr> <tr> <td>Accuracy<span style="font-weight: 400;"><sup>1</sup></span></td> <td>&plusmn; 10% of the reading</td> <td>&plusmn; 10% of the reading</td> <td>&plusmn; 0.1&deg;C</td> </tr> <tr> <td>Resolution</td> <td>0.1 ppm</td> <td>0.1 ppm</td> <td>0.1&deg;C/F</td> </tr> </tbody> </table> <table> <tbody> <tr> <td>pH Range:</td> <td>3-11 pH</td> </tr> <tr> <td>Time to Reading Stabilization:</td> <td>10 &ndash; 180 seconds</td> </tr> <tr> <td>Power Consumption:&nbsp;</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Physical Dimensions:</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x .625 in. D</td> </tr> <tr> <td>Weight:</td> <td>54 g or 1.94 oz.</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:</td> <td>N type, Alkaline 1.5 V</td> </tr> <tr> <td>Calibration Standard Solutions:</td> <td>1, 10, 100, or 1000 ppm NO<sub>3</sub>&ndash;N&nbsp;</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0-40&deg;<span style="font-weight: 400;">C / 32-104&deg;</span>F<sup>2</sup></td> </tr> <tr> <td>Enclosure Ratings:</td> <td>IP67 and NEMA 6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008; Electrostatic discharge to case of instrument may cause PTBT6 to spontaneously power ON. In this case, the PTBT6 will power OFF after several seconds.</td> <td>&nbsp;</td> </tr> </tbody> </table>

ULTRAPENX2™ PTBT6

<p>Item Part: <strong>MYRON 4PII</strong><br>Measures 4 parameters on field:</p> <ul> <li>Conductivity</li> <li>Resistivity (10 K&Omega;&ndash;30 M&Omega;)</li> <li>TDS</li> <li>pH (0&ndash;14)</li> <li>Temperature (0&ndash;71 &deg;C)</li> <li>Four-digit display for full 9999 readings, with autoranging capability up to 200 mS/200 ppt</li> </ul> <p>Memory for 100 readings with Date &amp; Time Stamp<br>Capable of wireless data transfer with bluDock&trade; option installed<br>Automatic temperature compensation<br>Auto shut-off<br>Waterproof<br>Power: 9 V battery (1)<br>Dimensions: 7.7&rdquo; x 2.7&rdquo; x 2.5&rdquo;</p>

MYRON 4PII ULTRAMETER

<h3><strong>ULTRAMETER III 9P&trade; Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>ULTRAMETER III 9P&trade;</strong></td> <td><strong>Hard Carry Case Kit</strong></td> </tr> <tr> <td><strong>Display: </strong>4 Digit LCD</td> <td><strong>Outer Material: </strong>ABS plastic</td> </tr> <tr> <td><strong>Dimensions (LxWxH): </strong>196 x 68 x 64 mm/7.7 x 2.7 x 2.5 in.</td> <td><strong>Inner Material: </strong>Foam</td> </tr> <tr> <td><strong>Weight: </strong>352 g/12.4 oz.</td> <td><strong>Dimensions: </strong>L x W x D: 13.6 x 10 x 5.4 in./346 x 254 x 137 mm</td> </tr> <tr> <td><strong>Case/Cell Material: </strong>VALOX&reg;*</td> <td>* &reg; Sabic Innovative Plastics IP BV</td> </tr> <tr> <td><strong>Cell Capacities (w/o cell extender): </strong>pH/ORP 1,2 mL/0.04 oz.&nbsp; <p>&nbsp;</p> <p>Cond/TDS/Res: 5 mL/0.2 oz.</p> </td> <td>&nbsp;</td> </tr> <tr> <td><strong>Power: </strong>9v Alkaline Battery</td> <td>&nbsp;</td> </tr> <tr> <td><strong>Battery Life: </strong>100 Hours/5000 Readings</td> <td>&nbsp;</td> </tr> <tr> <td><strong>Operating/Storage Temperature: </strong>0-55&deg;C/32-132&deg;F</td> <td>&nbsp;</td> </tr> <tr> <td><strong>Protection Ratings: </strong>IP67/NEMA 6 (waterproof to 1 meter/3 feet)</td> <td>&nbsp;</td> </tr> </tbody> </table> <h3><strong>Functional Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Conductivity</strong></td> <td>Ranges: 0&ndash;9999 &mu;S/cm; 10&ndash;200 mS/cm; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 &mu;S); 0.1(&lt;1000 &mu;S); 1(&lt;10 mS); 0.01(&lt;100 mS); 0.1(&lt;200 mS)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Temperature Compensation to 25&deg;C: 0&ndash;9.99%/&deg;C</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Conductivity/TDS Ratio Factor: 0.20&ndash;7.99</td> </tr> <tr> <td><strong>TDS</strong></td> <td>Ranges: 0&ndash;9999 ppm; 10&ndash;200 ppt; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 ppm); 0.1(&lt;1000 ppm); 1(&lt;10 ppt); 0.01(&lt;100 ppt); 0.1(&lt;200 ppt)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Temperature Compensation to 25&deg;C: 0&ndash;9.99%/&deg;C</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Conductivity/TDS Ratio Factor: 0.20&ndash;7.99</td> </tr> <tr> <td><strong>Resistivity</strong></td> <td>Ranges: 10 K&Omega;&ndash;30 M&Omega;</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 K&Omega;); 0.1(1 M&Omega;)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Adjustable Temperature Compensation to 25&deg;C: 0&ndash;9.99%/&deg;C</td> </tr> <tr> <td><strong>pH</strong></td> <td>Ranges: 0&ndash;14 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;0.01 pH**</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>ORP</strong></td> <td>Ranges: &plusmn;999 mV</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 1 mV</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1 mV</td> </tr> <tr> <td><strong>Free Chlorine FC<sup>E&trade;</sup></strong></td> <td>Ranges: 0.00&ndash;9.99 ppm when 350&le;ORPmV&lt;725 and 0.0&le;pH&lt;9.9 and when 725&le;ORPmV&lt;825 and 0.0&le;pH&lt;8.9</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01 ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &lt;1.00ppm &plusmn;0.3ppm** and &ge;1.00ppm &plusmn;0.2ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>Alkalinity Titration</strong></td> <td>Ranges: 10-800 ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1 ppm</td> </tr> <tr> <td><strong>Hardness Titration</strong></td> <td>Ranges: 0-1710 ppm / 0-100 grains</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1(&lt;1000 ppm); 1(&lt;1710 ppm); 0.1(&lt;100 grains)</td> </tr> <tr> <td><strong>LSI Calculator</strong></td> <td>Ranges: -10 to +10</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01</td> </tr> <tr> <td><strong>Temperature</strong></td> <td>Ranges: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1&deg;C/F</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;0.1&deg;C</td> </tr> </tbody> </table>

ULTRAMETER III 9P™ AHL TITRATION KIT

<h3>RO Meters&trade; Technical Specifications:</h3> <table> <tbody> <tr> <td><strong>Ranges:</strong></td> <td>&nbsp;</td> </tr> <tr> <td><strong>RO-1</strong> <p>&nbsp;</p> <p><strong>RO-1NC</strong></p> </td> <td>0-1250 ppm (0-250 blue, 250-500 orange, 500-1250 red) <p>&nbsp;</p> <p>0-1250 ppm (no color band)</p> </td> </tr> <tr> <td><strong>Accuracy:</strong></td> <td>&plusmn;2% of full scale</td> </tr> <tr> <td><strong>Repeatability:</strong></td> <td>&plusmn;1%</td> </tr> <tr> <td><strong>Temperature Compensation:</strong></td> <td>Automatic (to 25&deg;C/77&deg;F) for samples between 10-71&deg;C/50-160&deg;F</td> </tr> <tr> <td><strong>Electrodes (built-in):</strong></td> <td>Never need replatinizing or replacement&nbsp;</td> </tr> <tr> <td><strong>Cell Cup:</strong></td> <td>Chip and crack resistant polyethylene</td> </tr> <tr> <td><strong>Recalibration:</strong></td> <td>Internal electronic standard quickly verifies on-site accuracy</td> </tr> <tr> <td><strong>Circuitry:</strong></td> <td>Solid-state, sealed against moisture</td> </tr> <tr> <td><strong>Power:</strong></td> <td>One 9V battery supplied; Battery Life: &gt;2000 tests/1 year</td> </tr> <tr> <td><strong>Dimensions:</strong></td> <td>3.4 W x 4.5 D x 4.0 H in./ 86 W x 114 D x 102 H mm</td> </tr> <tr> <td><strong>Weight:</strong></td> <td>1 lb./0,45 kg&nbsp;</td> </tr> </tbody> </table>

RO METERS™

<h3>ULTRAPENx2&trade; PTBT1 Specifications:</h3> <table width="1278"> <tbody> <tr> <td>System Requirements:</td> <td>Myron&nbsp;L<sup>&reg;</sup> Company PTBTX2&trade; App: Apple iOS 10.0 or later; Android OS 7.0 or later.</td> </tr> <tr> <td>Measurement Range:</td> <td>Conductivity &amp; TDS: 1-9999 &micro;S or ppm; Salinity: 0.0010-9.999 ppt; <p>&nbsp;</p> <p>Temperature: 0&deg;-71&deg;C / 32&deg;-160&deg;F</p> </td> </tr> <tr> <td>Accuracy (After Wet Calibration):</td> <td>&plusmn; 1% of Reading; Temperature: &plusmn; 0.1&ordm;C</td> </tr> <tr> <td>Resolution:</td> <td>Conductivity and TDS: 0.1 for 1.0 &ndash; 99.9 &micro;S or ppm&nbsp; <p>&nbsp;</p> <p>1 for 100 &ndash; 9,999 &micro;S or ppm</p> <p>Salinity: 0.0001 for 0.0010 &ndash; 0.0999 ppt</p> <p>&nbsp;0.001 for 0.100 &ndash; 9.999 ppt</p> <p>Temperature: 0.1&ordm;C or&ordm;F&nbsp;</p> </td> </tr> <tr> <td>Repeatability:</td> <td>&lt;1000 &micro;S or ppm &plusmn; 1 Count <p>&nbsp;</p> <p>&ge; 1000 &micro;S or ppm &plusmn; 0.3% of Reading&nbsp;</p> </td> </tr> <tr> <td>Time to Reading Stabilization:</td> <td>10 &ndash; 20 seconds</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation Method:</td> <td>Automatic to 25&ordm;C</td> </tr> <tr> <td>Physical Dimensions:</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x .625 in. D&nbsp;</td> </tr> <tr> <td>Weight:</td> <td>55 g or 1.94 oz.</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:</td> <td>One N type, Alkaline 1.5 V</td> </tr> <tr> <td>Calibration Standard Solution:</td> <td>KCl: 1800 &micro;S for COND; 442&trade;: 3000 ppm (2027 ppm NaCl) for TDS and Salinity</td> </tr> <tr> <td>Operating/Storage Temperature:</td> <td>0 &ndash; 55&ordm;C or 32 &ndash; 131&ordm;F</td> </tr> <tr> <td>Water Resistance:</td> <td>IP67 and NEMA 6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008;&nbsp;</td> <td>Electrostatic discharge to the PTBT1 may cause it to spontaneously power on. <p>&nbsp;</p> <p>If this occurs, the PTBT1 will power off after several seconds.</p> </td> </tr> <tr> <td>FCC ID: T7VPAN17</td> <td>The Bluetooth transceiver device meets the requirements for modular transmitter <p>&nbsp;</p> <p>approval as detailed in FCC Public Notice DA00-1407.</p> </td> </tr> <tr> <td>Canada (IC), license: <p>&nbsp;</p> <p>IC: 216Q-PAN17</p> </td> <td>The Bluetooth transceiver device meets the requirements for modular transmitter <p>&nbsp;</p> <p>approval as detailed in RSS-GEN.&nbsp;</p> </td> </tr> </tbody> </table> <h3><strong>ULTRAPENx2&trade; PTBT1 Functions:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>PARAMETER</strong></td> <td><strong>SOLUTION MODEL</strong></td> <td><strong>UNITS</strong></td> </tr> <tr> <td>Cond <span style="font-weight: 400;">KCl&nbsp;</span></td> <td>Conductivity</td> <td>potassium chloride</td> <td>microsiemens (&micro;S)</td> </tr> <tr> <td>TDS <span style="font-weight: 400;">442</span></td> <td>Total Dissolved Solids (TDS)</td> <td>Myron&nbsp;L<sup>&reg;</sup>&nbsp;Company, 442 Natural Water&trade; Standard Solution</td> <td>parts per million (ppm)</td> </tr> <tr> <td>TDS<span style="font-weight: 400;"> NaCl</span></td> <td>Total Dissolved Solids (TDS)</td> <td>sodium chloride</td> <td>parts per million (ppm)</td> </tr> <tr> <td>SAL<span style="font-weight: 400;"> 442</span></td> <td>Salinity (SAL)</td> <td>Myron&nbsp;L<sup>&reg;</sup>&nbsp;Company, 442 Natural Water&trade; Standard Solution</td> <td>parts per thousand (ppt)</td> </tr> <tr> <td>SAL<span style="font-weight: 400;"> NaCl</span></td> <td>Salinity (SAL)</td> <td>sodium chloride</td> <td>parts per thousand (ppt)</td> </tr> </tbody> </table>

ULTRAPENX2™ PTBT1

<h3>Engineering Specifications:</h3> <p>Rinse water usage shall be minimized by means of automatic conductivity control systems. They shall consist of a temperature compensated conductivity sensor, corrosion resistant one-inch solenoid valve, and transformer box which safely reduces line power to the sensor. Enclosure shall be fiberglass with heavy rubber gasket and 316 stainless steel. Circuitry shall be solid-state, and unaffected by changes in voltage. Setpoint adjustment shall be on sensor to minimize tampering. Rinse tank controls shall be Myron&nbsp;L Model 597 or approved equal.</p> <p>&nbsp;</p> <h3>Transformer Box Specifications:</h3> <table style="width: 85.5243%;"> <tbody> <tr> <td style="width: 25.294%;"><strong>Input Power</strong></td> <td style="width: 74.6838%;">Choice of 110 or 220 VAC, 50/60 Hz;</td> </tr> <tr> <td style="width: 25.294%;">&nbsp;</td> <td style="width: 74.6838%;">Automatic voltage regulation insures operation of the systems from 105-125V or 210-250V respectively.</td> </tr> <tr> <td style="width: 25.294%;"><strong>Output</strong></td> <td style="width: 74.6838%;">24 volts @ 600 mA AC</td> </tr> <tr> <td style="width: 25.294%;"><strong>Maximum Power Consumption</strong></td> <td style="width: 74.6838%;">@ 117V: 12 watts (103 milliamps)</td> </tr> <tr> <td style="width: 25.294%;"><strong>Enclosure</strong></td> <td style="width: 74.6838%;">IP65/NEMA 4X fiberglass case with heavy gasket and 316 stainless steel hardware.</td> </tr> <tr> <td style="width: 25.294%;"><strong>Lights</strong></td> <td style="width: 74.6838%;">LEDs indicate POWER (red) and VALVE (yellow)</td> </tr> <tr> <td style="width: 25.294%;"><strong>Electrical Installation</strong></td> <td style="width: 74.6838%;">Either HARDWIRE with 5/8 in. conduit; or PLUG-IN with 8 ft./2,4 meter, 18 ga. 3-conductor plug.</td> </tr> <tr> <td style="width: 25.294%;">&nbsp;</td> <td style="width: 74.6838%;">(supplied with 110V systems only)</td> </tr> <tr> <td style="width: 25.294%;"><strong>Mounting</strong></td> <td style="width: 74.6838%;">Flange on enclosure for easy wall mounting</td> </tr> <tr> <td style="width: 25.294%;"><strong>Dimensions</strong></td> <td style="width: 74.6838%;">184 H x 197 W x 127 D mm/ 7.25 H x 7.75 W x 5 D in.</td> </tr> </tbody> </table> <p>&nbsp;</p> <h3>Sensor Specifications:</h3> <table> <tbody> <tr> <td><strong>Ranges</strong></td> <td>5-500 micromhos (for high quality water)</td> </tr> <tr> <td>&nbsp;</td> <td>500-5000 micromhos (for normal tap water)</td> </tr> <tr> <td><strong>Power</strong></td> <td>1 volt AC (from transformer box)</td> </tr> <tr> <td><strong>On-Off Span</strong></td> <td>Approximately 5% of setpoint</td> </tr> <tr> <td><strong>Temperature Compensation</strong></td> <td>Automatic to 25&deg;C/77&deg;F up to 82&deg;C/180&deg;F</td> </tr> <tr> <td><strong>Materials</strong></td> <td>Epoxy and 316 stainless steel</td> </tr> <tr> <td><strong>Cable</strong></td> <td>10 ft./3 meter 22 ga., 4-conductor, vinyl jacketed</td> </tr> <tr> <td><strong>Installation</strong></td> <td>Corrosion-proof ABS bracket supplied</td> </tr> <tr> <td><strong>Dimensions</strong></td> <td>304 L x 25 Dia. mm/12 L x 1 Dia. in.</td> </tr> </tbody> </table> <p>&nbsp;</p> <h3>Solenoid Valve Specifications:</h3> <table> <tbody> <tr> <td><strong>Size</strong></td> <td>1 in. NPT normally closed; compatible with plastic or metal piping</td> </tr> <tr> <td><strong>Power</strong></td> <td>24 volts @ 200 mA AC</td> </tr> <tr> <td>&nbsp;</td> <td>(from transformer box)</td> </tr> <tr> <td><strong>Materials</strong></td> <td>Body: glass reinforced nylon</td> </tr> <tr> <td>&nbsp;</td> <td>Diaphragm: nylon reinforced BUNA N synthetic rubber</td> </tr> <tr> <td>&nbsp;</td> <td>All exposed metal: stainless steel</td> </tr> <tr> <td><strong>Operating Pressure</strong></td> <td>10-100 psi / 0,69-6,90 bar</td> </tr> <tr> <td><strong>Miscellaneous</strong></td> <td>adjustable flow control</td> </tr> <tr> <td>&nbsp;</td> <td>manual override</td> </tr> <tr> <td>&nbsp;</td> <td>anti-hammer closing</td> </tr> <tr> <td>&nbsp;</td> <td>conduit connector</td> </tr> </tbody> </table>

CONTROLSTIK II™ SYSTEM

<p>Item Part: <strong>PH-MYRON PT2</strong><br>Handheld meter with pocket clip<br>Measures 2 parameters:</p> <ul> <li>pH (0.00-14.00)</li> <li>Temperature (0&ndash;71 &deg;C)</li> <li>Accuracy: &plusmn;0.01 pH</li> </ul> <p>1, 2, 3 point calibration<br>Automatic temperature compensation<br>Waterproof<br>Power: N Type Battery (1), included<br>Dimension: 6.75&rdquo; L x 0.625&rdquo; D</p>

ULTRAPEN PH / TEMPERATURE METER

<h3>General Specifications:</h3> <table> <tbody> <tr> <td><strong>Display:</strong> 4 Digit LCD</td> </tr> <tr> <td><strong>Dimensions (LxWxH):</strong> 196 x 68 x 64 mm/7.7 x 2.7 x 2.5 in.</td> </tr> <tr> <td><strong>Weight:</strong> 352 g/12.4 oz.</td> </tr> <tr> <td><strong>Case Material:</strong> VALOX&reg;*</td> </tr> <tr> <td><strong>Cond/Res/TDS Cell Material:</strong> VALOX&reg;*</td> </tr> <tr> <td><strong>Cond/TDS Electrodes (4):</strong> 316 Stainless Steel</td> </tr> <tr> <td><strong>Cond/Res/TDS Cell Capacity:</strong> 5 ml/0.2 oz.</td> </tr> <tr> <td><strong>pH/ORP Sensor Well Capacity:</strong> 1,2 ml/0.04 oz. (D-6)</td> </tr> <tr> <td><strong>Power:</strong> 9V Alkaline Battery</td> </tr> <tr> <td><strong>Battery Life:</strong> &gt;100 Hours/5000 Readings</td> </tr> <tr> <td><strong>Operating/Storage Temperature:</strong> 0-55&deg;C/32-131&deg;F</td> </tr> <tr> <td><strong>Protection Ratings: </strong>IP67/NEMA 6 (waterproof to 1 meter/3 feet)</td> </tr> <tr> <td><strong>Chemical Resistance: </strong>Resistant to hydrocarbons, dilute acids and bases, detergents, and aqueous salt solutions</td> </tr> <tr> <td><strong>EMI/EMC Ratings (Conformit&eacute; Europ&eacute;enne):</strong> IEC 61326-1: 2020; CISPR 11: 2015 +A1: 2016 +A2: 2019; IEC 61000-4-2: 2008; IEC 61000-4-3: 2010; IEC 61000-4-8: 2009; (EU) 2015/863 (RoHS3): +(EU) 2024/232</td> </tr> <tr> <td><strong>Flammability:</strong> PCB: UL94, V.0; Case: HB/1.47 or better</td> </tr> </tbody> </table> <h6>* &reg; Sabic Innovative Plastics</h6> <h3><strong>Functional Specifications:</strong></h3> <table> <tbody> <tr> <td><strong>Conductivity</strong></td> <td>Range: 0&ndash;9999 &mu;S/cm; 10&ndash;200 mS/cm; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 &mu;S); 0.1(&lt;1000 &mu;S); 1.0(&lt;10 mS); 0.01(&lt;100 mS); 0.1(&lt;200 mS)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td><strong>TDS</strong></td> <td>Range: 0&ndash;9999 ppm; 10&ndash;200 ppt; in 5 autoranges</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 ppm); 0.1(&lt;1000 ppm); 1.0(&lt;10 ppt); 0.01(&lt;100 ppt); 0.1(&lt;200 ppt)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Conductivity/TDS Ratios Preprogrammed: KCl, 442*, NaCl</td> </tr> <tr> <td><strong>Resistivity</strong></td> <td>Range: 10K&Omega;&ndash;30M&Omega;</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01(&lt;100 K&Omega;); 0.1(&lt;1000 K&Omega;); 0.1(&gt;1 M&Omega;)</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;1% of reading</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>pH (D-6)</strong></td> <td>Range: 0&ndash;14 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &plusmn;0.01 pH</td> </tr> <tr> <td>&nbsp;</td> <td>Auto Temperature Compensation: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td><strong>ORP (D-6)</strong></td> <td>Range: &plusmn;999 mV</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 1mV</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &plusmn;1 mV</td> </tr> <tr> <td><strong>Free Chlorine FC<sup>E&trade;</sup> (D-6)</strong></td> <td>Range: 0.2&ndash;9.99 ppm when 350&le;ORPmV&lt;725 and 0.0&le;pH&lt;9.9 and when 725&le;ORPmV&lt;825 and 0.0&le;pH&lt;8.9</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.01ppm</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy**: &lt;1.00 ppm &plusmn;0.3 ppm; &ge;1.00 ppm &plusmn;0.2 ppm</td> </tr> <tr> <td><strong>Temperature</strong></td> <td>Range: 0&ndash;71&deg;C / 32&ndash;160&deg;F</td> </tr> <tr> <td>&nbsp;</td> <td>Resolution: 0.1&deg;C/F</td> </tr> <tr> <td>&nbsp;</td> <td>Accuracy: &plusmn;0.1&deg;C</td> </tr> </tbody> </table> <h6>*442 Natural Water Standard&trade; Myron L&reg; Company<br>**EM Susceptibility: When measuring 4.00 pH Buffer in 3.5 molar KCl:<br>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&plusmn; 0.2 pH in the presence or RF fields &ge; 3 V/m.<br>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&plusmn; 0.37 pH in the presence of RF fields &ge; 3 V/m at 300 MHz (&plusmn; 30 MHz) and 625 MHz (&plusmn; 50 MHz ).</h6>

DIGITAL DIALYSATE METER™ D-4 & D-6

<h3><strong>ULTRAPEN&trade; PT3 Functions:</strong></h3> <table> <tbody> <tr> <td><strong>MODE</strong></td> <td><strong>METHOD OF MEASUREMENT</strong></td> </tr> <tr> <td><strong>Hold (default)</strong></td> <td>Once stabilized, the readings are captured then displayed.</td> </tr> <tr> <td><strong>LIVE</strong></td> <td>Real-time readings are displayed continuously during measurement.</td> </tr> </tbody> </table> <p>* Temperature compensation in calibration mode: Temperature affects the reaction potentials for all chemicals differently. True ORP is the direct measurement of electron activity during an oxidation-reduction reaction, regardless of temperature. However, for maximum accuracy and ease of calibration, the Myron&nbsp;L<sup>&reg;</sup>&nbsp;Company has developed three calibration standard solutions with known dissolved species. We derived the temperature compensation (from 15&ordm;C to 30&ordm;C) for those solutions, and embedded automatic temperature compensation into the calibration function of your PT3. Note: To verify calibration while in measurement mode, you must manually correct for any variation in temperature. Example: @25&ordm;C, ORP2602OZ calibration solution will read 260mV, however @ 20.0&ordm;C ORP2602OZ will read 265mV.</p> <h3><strong>ULTRAPEN&trade; PT3 Specifications:</strong></h3> <table> <tbody> <tr> <td>ORP Range:</td> <td>-1000 mV to +1000 mV</td> </tr> <tr> <td>ORP Accuracy:</td> <td>&plusmn; 10 mV</td> </tr> <tr> <td>ORP Resolution:</td> <td>1 mV ORP</td> </tr> <tr> <td>Temperature Range:</td> <td>0 &ndash; 71&deg;C / 32 &ndash; 160&deg;F</td> </tr> <tr> <td>Temperature Accuracy:</td> <td>&plusmn; 0.1&ordm;C</td> </tr> <tr> <td>Temperature Resolution:</td> <td>0.1&ordm;C / 0.1&ordm;F</td> </tr> <tr> <td>Time to Reading Stabilization:&nbsp;</td> <td>10 &ndash; 45 seconds</td> </tr> <tr> <td>Power Consumption:</td> <td>Active Mode: 30 &ndash; 140 mA, Sleep Mode: 2 &micro;A</td> </tr> <tr> <td>Temperature Compensation:&nbsp;</td> <td>Automatic In Calibration Mode From 15&ordm;C to 30&ordm;C</td> </tr> <tr> <td>Physical Dimensions:&nbsp;</td> <td>17.15 cm L x 1.59 cm D or 6.75 in. L x 0.625 in. D</td> </tr> <tr> <td>Weight:&nbsp;</td> <td>50.4 g / 1.78 oz. (without soaker cap and lanyard)</td> </tr> <tr> <td>Case Material:</td> <td>Anodized Aircraft Aluminum with Protective Coating</td> </tr> <tr> <td>Battery Type:&nbsp;</td> <td>One N type, Alkaline, 1.5 V</td> </tr> <tr> <td>Calibration Standard Solutions:&nbsp;</td> <td>ORP80, ORP260, ORP470</td> </tr> <tr> <td>Operating/Storage Temperature:&nbsp;</td> <td>0 &ndash; 55&ordm;C / 32 &ndash; 131&ordm;F</td> </tr> <tr> <td>Enclosure Ratings:&nbsp;</td> <td>IP67 and NEMA6</td> </tr> <tr> <td>EN61236-1: 2006 &ndash; Annex A: 2008:&nbsp;</td> <td>Electrostatic discharge to the PT3 may cause it to spontaneously turn on. If this occurs, the PT3 will turn off.</td> </tr> </tbody> </table>

ULTRAPEN™ PT3

CONTROLLERS

<h3><strong>Outputs</strong></h3> <p><strong>4-20mA / 0-20mA Output</strong><br>(Model 900M-3C only)</p> <p><strong>0-10V Recorder Output</strong><br>The 900 Series 0-10V Recorder Output can be programmed to output 0-10 or 0-5 VDC and export signals from any input channel or derived value.</p> <p><strong>Relays and Alarms</strong><br>The relays and alarms operate independently but may be programmed to work in conjunction. Relays and alarms may be set to trigger on measurement values rising above, falling below, In Window (within an upper and lower range of values), or Out Window (outside an upper and lower range of values) for any of the input channels or for derived % rejection.</p> <p><strong>RS-485 Output</strong><br>(Model 900M-3C only)</p> <p>The 900 Series features an RS-485 Serial Communications Output that streams measured and derived data in ASCII format.</p> <p><strong>PERCENT (%) REJECTION</strong><br>The Percent Rejection measurement feature compares feed water to the permeate (product) water to determine the percent of dissolved solids removed or rejected by a filtration system thereby quantifying the effectiveness of water filtration systems.</p> <table style="height: 1157px; width: 96.1649%;"> <tbody> <tr> <td style="width: 18.1778%;">&nbsp;</td> <td style="width: 14.3579%;">Conductivity</td> <td style="width: 11.1965%;">TDS</td> <td style="width: 11.8551%;">Resistivity</td> <td style="width: 11.1965%;">Salinity</td> <td style="width: 10.8013%;">pH</td> <td style="width: 8.29857%;">ORP/mV IN</td> <td style="width: 14.0944%;">Temperature</td> </tr> <tr> <td style="width: 18.1778%;">Ranges</td> <td style="width: 14.3579%;">0 &micro;S &ndash; 200 mS</td> <td style="width: 11.1965%;">0 ppm &ndash; 200 ppt</td> <td style="width: 11.8551%;">10 K&Omega; &ndash; 40 M&Omega;</td> <td style="width: 11.1965%;">0 ppm &ndash; 200 ppt</td> <td style="width: 10.8013%;">0 &ndash; 14 pH</td> <td style="width: 8.29857%;">&plusmn;2000 mV</td> <td style="width: 14.0944%;">0 &ndash; 250˚C</td> </tr> <tr> <td style="width: 18.1778%;">Accuracy</td> <td style="width: 14.3579%;">&plusmn; 1% of reading</td> <td style="width: 11.1965%;">&plusmn; 1% of reading</td> <td style="width: 11.8551%;">&plusmn; 1% of reading</td> <td style="width: 11.1965%;">&plusmn; 1% of reading</td> <td style="width: 10.8013%;">&plusmn; 0.01 pH</td> <td style="width: 8.29857%;">&plusmn; 2 mV</td> <td style="width: 14.0944%;">&plusmn; 0.1˚C</td> </tr> <tr> <td style="width: 18.1778%;">Resolution</td> <td style="width: 14.3579%;">0.01 (&lt;100 &micro;S) <p>&nbsp;</p> <p>0.1 (&lt;1000 &micro;S)</p> <p>1 (&lt;10,000 &micro;S)</p> <p>0.01 (&lt;100 mS)</p> <p>0.1 (&le;200 mS)</p> </td> <td style="width: 11.1965%;">0.01 (&lt;100 ppm) <p>&nbsp;</p> <p>0.1 (&lt;1000 ppm)</p> <p>1 (&lt;10,000 ppm)</p> <p>0.01 (&lt;100 ppt)</p> <p>0.1 (&le;200 ppt)</p> </td> <td style="width: 11.8551%;">0.01 (&lt;100 k&Omega;) <p>&nbsp;</p> <p>0.1 (&lt;1000 k&Omega;)</p> <p>0.01 (&lt;10 M&Omega;)</p> <p>0.1 (&le;40 M&Omega;)</p> </td> <td style="width: 11.1965%;">0.001 (&lt;10 ppt) <p>&nbsp;</p> <p>0.01 (&lt;100 ppt)</p> <p>0.1 (&le;200 ppt)</p> </td> <td style="width: 10.8013%;">0.01 pH</td> <td style="width: 8.29857%;">1 mV</td> <td style="width: 14.0944%;">0.1˚C/F</td> </tr> <tr> <td style="width: 18.1778%;">Auto <p>&nbsp;</p> <p>Temperature</p> <p>Compensation</p> </td> <td style="width: 14.3579%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.1965%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.8551%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.1965%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 10.8013%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Adjustable Temperature <p>&nbsp;</p> <p>Compensation</p> </td> <td style="width: 14.3579%;">0 &ndash; 10%/˚C</td> <td style="width: 11.1965%;">0 &ndash; 10%/˚C</td> <td style="width: 11.8551%;">0 &ndash; 10%/˚C</td> <td style="width: 11.1965%;">0 &ndash; 10%/˚C</td> <td style="width: 10.8013%;">On/Off</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Cond/TDS <p>&nbsp;</p> <p>Ratios</p> <p>Preprogrammed</p> </td> <td style="width: 14.3579%;">KCl, NaCl, 442&trade;</td> <td style="width: 11.1965%;">KCl, NaCl, 442&trade;</td> <td style="width: 11.8551%;">&ndash;</td> <td style="width: 11.1965%;">KCl, NaCl, 442&trade;</td> <td style="width: 10.8013%;">&ndash;</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Adjustable <p>&nbsp;</p> <p>Cond/TDS</p> <p>Ratio Factor</p> </td> <td style="width: 14.3579%;">0.20-7.99</td> <td style="width: 11.1965%;">0.20-7.99</td> <td style="width: 11.8551%;">&ndash;</td> <td style="width: 11.1965%;">0.20-7.99</td> <td style="width: 10.8013%;">&ndash;</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> </tbody> </table>

900 SERIES MULTI-PARAMETER MONITOR/CONTROLLER™

<p>Item Part: <strong>CONTR-M</strong><br>RO controller with conductivity meter<br>Shows operation status of a reverse osmosis system through flow diagram<br>Combine PLC functions with TDS meter<br>Ready to be used with level control switch on storage tank<br>External lockout input<br>Remote operation capable<br>Programmable auto fast-flush cycle<br>TDS sensor with automatic temperature<br>compensation included (5 m cable)<br>Process controlled:</p> <ul> <li>Low inlet flow</li> <li>Low inlet pressure</li> <li>Inlet valve</li> <li>High pressure pump</li> <li>High conductivity level</li> <li>High level of water on tank</li> <li>Flush valve</li> <li>Measuring range: 0~200 &micro;S/cm</li> </ul> <p>Dimensions: 3.8&rdquo; x 3.8&rdquo; x 5.1&rdquo; (HxWxD)<br>Hole size on panel: 3.6&rdquo; x 3.6&rdquo;<br>Power: 110 V or 220 V, 50 Hz</p>

RO CONTROLLER

<p>Item Part: <strong>ORP</strong><br>Suitable for in-line monitoring of oxidation-reduction potential<br>Sensor Included (5 m cable)<br>Back-light LCD display<br>High limit and low limit control<br>Measuring Range: -1999 mV ~ +1999 mV<br>Resolution: &plusmn; 1 mV<br>Accuracy: &plusmn; 2 mV<br>Automatic temperature compensation 0-99⁰C<br>Stability: &le; 2 mV/24h<br>Measuring distance: &le; 20 m<br>Communication: RS485 output<br>4~20 mA current output<br>Dimensions: 3.8&rdquo; x 3.8&rdquo; x 5.1&rdquo; (HxWxD)<br>Hole size on panel: 3.6&rdquo; x 3.6&rdquo;<br>Power: 110 V or 220 V, 50 Hz</p>

ORP CONTROLLER

<p>Item Part: <strong>TDS-IL</strong><br>Conductivity Meter for in-line monitoring<br>Includes TDS sensor with 5 m cable<br>Features:</p> <ul> <li>4-20 mA signal output</li> <li>Temperature measurement</li> <li>Can switch &micro;S/cm &ndash; ppm</li> <li>Auto range conversion</li> <li>Back-light LCD display</li> <li>Conductivity Range: 0-19.99 &micro;S/cm, 0-199.9 &micro;S/cm and 0-1999 &micro;S/cm</li> </ul> <p>Temperature range: 0-50 ℃<br>Accuracy: 1.5% (FS)<br>Stability: &plusmn; 1.5*10 -3 /24 h<br>Automatic temperature compensation<br>Dimensions: 1.9&rdquo; x 3.8&rdquo; x 3.9&rdquo; (HxWxD)<br>Hole size of meter on panel: 1.8&rdquo; x 3.6&rdquo;<br>Power: 110 V or 220 V, 50 Hz</p>

TDS CONTROLLER

<p>Item Part: PH- CONT<br>Suitable for in-line monitoring of pH<br>Electrode included (5 m cable)<br>Back-light LCD display<br>High limit and low limit control<br>Automatically identifies pH buffer and three-point calibration<br>Measuring Range: 0-14<br>Resolution: 0.01<br>Accuracy: 0.05<br>Automatic temperature compensation 0-99 ⁰C<br>Stability: &le; 0.05/24 h<br>Measuring distance: &le; 20 m<br>Communication: RS485 output<br>4~20 mA current output<br>Dimensions: 3.8&rdquo; x 3.8&rdquo; x 5.1&rdquo; (HxWxD)<br>Hole size on panel: 3.6&rdquo; x 3.6&rdquo;<br>Power: 110 V or 220 V, 50 Hz</p>

PH CONTROLLER

MONITORS

<h3><strong>Outputs</strong></h3> <p><strong>4-20mA / 0-20mA Output</strong><br>(Model 900M-3C only)</p> <p><strong>0-10V Recorder Output</strong><br>The 900 Series 0-10V Recorder Output can be programmed to output 0-10 or 0-5 VDC and export signals from any input channel or derived value.</p> <p><strong>Relays and Alarms</strong><br>The relays and alarms operate independently but may be programmed to work in conjunction. Relays and alarms may be set to trigger on measurement values rising above, falling below, In Window (within an upper and lower range of values), or Out Window (outside an upper and lower range of values) for any of the input channels or for derived % rejection.</p> <p><strong>RS-485 Output</strong><br>(Model 900M-3C only)</p> <p>The 900 Series features an RS-485 Serial Communications Output that streams measured and derived data in ASCII format.</p> <p><strong>PERCENT (%) REJECTION</strong><br>The Percent Rejection measurement feature compares feed water to the permeate (product) water to determine the percent of dissolved solids removed or rejected by a filtration system thereby quantifying the effectiveness of water filtration systems.</p> <table style="height: 1157px; width: 96.1649%;"> <tbody> <tr> <td style="width: 18.1778%;">&nbsp;</td> <td style="width: 14.3579%;">Conductivity</td> <td style="width: 11.1965%;">TDS</td> <td style="width: 11.8551%;">Resistivity</td> <td style="width: 11.1965%;">Salinity</td> <td style="width: 10.8013%;">pH</td> <td style="width: 8.29857%;">ORP/mV IN</td> <td style="width: 14.0944%;">Temperature</td> </tr> <tr> <td style="width: 18.1778%;">Ranges</td> <td style="width: 14.3579%;">0 &micro;S &ndash; 200 mS</td> <td style="width: 11.1965%;">0 ppm &ndash; 200 ppt</td> <td style="width: 11.8551%;">10 K&Omega; &ndash; 40 M&Omega;</td> <td style="width: 11.1965%;">0 ppm &ndash; 200 ppt</td> <td style="width: 10.8013%;">0 &ndash; 14 pH</td> <td style="width: 8.29857%;">&plusmn;2000 mV</td> <td style="width: 14.0944%;">0 &ndash; 250˚C</td> </tr> <tr> <td style="width: 18.1778%;">Accuracy</td> <td style="width: 14.3579%;">&plusmn; 1% of reading</td> <td style="width: 11.1965%;">&plusmn; 1% of reading</td> <td style="width: 11.8551%;">&plusmn; 1% of reading</td> <td style="width: 11.1965%;">&plusmn; 1% of reading</td> <td style="width: 10.8013%;">&plusmn; 0.01 pH</td> <td style="width: 8.29857%;">&plusmn; 2 mV</td> <td style="width: 14.0944%;">&plusmn; 0.1˚C</td> </tr> <tr> <td style="width: 18.1778%;">Resolution</td> <td style="width: 14.3579%;">0.01 (&lt;100 &micro;S) <p>&nbsp;</p> <p>0.1 (&lt;1000 &micro;S)</p> <p>1 (&lt;10,000 &micro;S)</p> <p>0.01 (&lt;100 mS)</p> <p>0.1 (&le;200 mS)</p> </td> <td style="width: 11.1965%;">0.01 (&lt;100 ppm) <p>&nbsp;</p> <p>0.1 (&lt;1000 ppm)</p> <p>1 (&lt;10,000 ppm)</p> <p>0.01 (&lt;100 ppt)</p> <p>0.1 (&le;200 ppt)</p> </td> <td style="width: 11.8551%;">0.01 (&lt;100 k&Omega;) <p>&nbsp;</p> <p>0.1 (&lt;1000 k&Omega;)</p> <p>0.01 (&lt;10 M&Omega;)</p> <p>0.1 (&le;40 M&Omega;)</p> </td> <td style="width: 11.1965%;">0.001 (&lt;10 ppt) <p>&nbsp;</p> <p>0.01 (&lt;100 ppt)</p> <p>0.1 (&le;200 ppt)</p> </td> <td style="width: 10.8013%;">0.01 pH</td> <td style="width: 8.29857%;">1 mV</td> <td style="width: 14.0944%;">0.1˚C/F</td> </tr> <tr> <td style="width: 18.1778%;">Auto <p>&nbsp;</p> <p>Temperature</p> <p>Compensation</p> </td> <td style="width: 14.3579%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.1965%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.8551%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 11.1965%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 10.8013%;">0-71˚C <p>&nbsp;</p> <p>32-160˚F</p> </td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Adjustable Temperature <p>&nbsp;</p> <p>Compensation</p> </td> <td style="width: 14.3579%;">0 &ndash; 10%/˚C</td> <td style="width: 11.1965%;">0 &ndash; 10%/˚C</td> <td style="width: 11.8551%;">0 &ndash; 10%/˚C</td> <td style="width: 11.1965%;">0 &ndash; 10%/˚C</td> <td style="width: 10.8013%;">On/Off</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Cond/TDS <p>&nbsp;</p> <p>Ratios</p> <p>Preprogrammed</p> </td> <td style="width: 14.3579%;">KCl, NaCl, 442&trade;</td> <td style="width: 11.1965%;">KCl, NaCl, 442&trade;</td> <td style="width: 11.8551%;">&ndash;</td> <td style="width: 11.1965%;">KCl, NaCl, 442&trade;</td> <td style="width: 10.8013%;">&ndash;</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> <tr> <td style="width: 18.1778%;">Adjustable <p>&nbsp;</p> <p>Cond/TDS</p> <p>Ratio Factor</p> </td> <td style="width: 14.3579%;">0.20-7.99</td> <td style="width: 11.1965%;">0.20-7.99</td> <td style="width: 11.8551%;">&ndash;</td> <td style="width: 11.1965%;">0.20-7.99</td> <td style="width: 10.8013%;">&ndash;</td> <td style="width: 8.29857%;">&ndash;</td> <td style="width: 14.0944%;">&ndash;</td> </tr> </tbody> </table>

900 SERIES MULTI-PARAMETER MONITOR/CONTROLLER™

<p>Item Part: <strong>TDS-IL-A</strong><br>Conductivity Meter for in-line monitoring with high level alarm<br>Includes TDS sensor with 5 m cable<br>Features:</p> <ul> <li>High limit alarm</li> <li>Temperature measurement</li> <li>Can switch &micro;S/cm &ndash; ppm</li> <li>Auto range conversion</li> <li>Back-light LCD display</li> <li>Conductivity Range: 0-19.99 &micro;S/cm, 0-199.9 &micro;S/cm and 0-1999 &micro;S/cm</li> </ul> <p>Temperature range: 0-50 ℃<br>Accuracy: 1.5% (FS)<br>Stability: &plusmn; 1.5*10 -3 /24 h<br>Automatic temperature compensation.<br>Dimensions: 1.9&rdquo; x 3.8&rdquo; x 3.9&rdquo; (HxWxD)<br>Hole size of meter on panel: 1.8&rdquo; x 3.6&rdquo;<br>Power: 110 V or 220 V, 50 Hz</p>

TDS MONITOR WITH ALARM

<p>Item Part: <strong>TDS-BA-A</strong><br>Suitable for in-line monitoring of conductivity on two points of the RO process: before and after membrane (inlet and outlet)<br>Electrodes included (5 m cable)<br>Easy installation and operation<br>Accurate and stable measurement<br>Automatic temperature compensation 0-99 ⁰C<br>Measuring Range:</p> <ul> <li>Inlet: 0-200 &micro;S/cm</li> <li>Outlet: 0-20 &micro;S/cm</li> <li>Accuracy: 1.5 % (FS)</li> </ul> <p>Stability: &plusmn; 2*10 -3 /24 h<br>Dimensions: 1.9&rdquo; x 3.8&rdquo; x 3.9&rdquo; (HxWxD)<br>Hole size of meter on panel: 1.8&rdquo; x 3.6&rdquo;<br>Hole size of sensor: &frac12;&rdquo; pipe thread<br>Power: 110 V or 220 V, 50 Hz</p>

TDS MONITOR BEFORE - AFTER

TDS METER

<p>Item Part: <strong>TDS-MYRON PT1</strong><br>Handheld meter with pocket clip<br>Measures 4 parameters:</p> <ul> <li>Conductivity</li> <li>TDS</li> <li>Salinity</li> <li>Temperature</li> <li>Accuracy: &plusmn;1 %</li> </ul> <p>Automatic temperature compensation Autoranging<br>Waterproof<br>Power: N Type Battery (1), included<br>Dimension: 6.75&rdquo; L x 0.625&rdquo; D</p>

ULTRAPEN TDS METER

<p>Item Part: <strong>TDS-BA</strong><br>Measure and display TDS on two points of the system (usually before and after RO membrane)<br>Green/Red back-light to indicate removal rate<br>Optional monitoring or continuous mode<br>Range: 0-999 ppm<br>Sensitivity: 1 ppm<br>Dimension: 4&rdquo; x 1.6&rdquo;<br>Thread size: &frac14;&rdquo;<br>Battery operated (3 V Lithium CR2032, included)<br>Includes Velcro and clips for mounting</p>

TDS METER BEFORE - AFTER

<p>Item Part: <strong>TDS</strong><br>Handheld TDS meter with pocket clip<br>Range: 0-2999 ppm<br>Accuracy: 1 ppm<br>Hold function keep measure even when tester is not in water<br>Automatic temperature compensation<br>Auto shut off (saves battery)<br>Back-light color indicator:<br>Green: &le; 40 ppm<br>Red: &gt; 40 ppm<br>Battery operated (3 V Lithium CR2032, included)<br>Dimension: 150 mm x 27 mm x 17 mm</p>

POCKET TDS METER

<p>Item Part: <strong>TDS-BA-A</strong><br>Suitable for in-line monitoring of conductivity on two points of the RO process: before and after membrane (inlet and outlet)<br>Electrodes included (5 m cable)<br>Easy installation and operation<br>Accurate and stable measurement<br>Automatic temperature compensation 0-99 ⁰C<br>Measuring Range:</p> <ul> <li>Inlet: 0-200 &micro;S/cm</li> <li>Outlet: 0-20 &micro;S/cm</li> <li>Accuracy: 1.5 % (FS)</li> </ul> <p>Stability: &plusmn; 2*10 -3 /24 h<br>Dimensions: 1.9&rdquo; x 3.8&rdquo; x 3.9&rdquo; (HxWxD)<br>Hole size of meter on panel: 1.8&rdquo; x 3.6&rdquo;<br>Hole size of sensor: &frac12;&rdquo; pipe thread<br>Power: 110 V or 220 V, 50 Hz</p>

TDS MONITOR BEFORE - AFTER