Free Online PT2000 RTD Calculator – Resistance to Temperature Conversion

A Resistance Temperature Detector (RTD) is a precision sensor that changes electrical resistance with temperature. The PT2000 is a member of the RTD family with a nominal resistance of 2000 Ω at 0°C. It has a greater signal level (less noise and lead-resistance effects) than the PT100 or PT500, but it still has the same excellent accuracy and stability as platinum sensing elements.

A PT2000 RTD is a platinum resistance temperature detector with a nominal resistance of 2000 Ω at 0°C. Like PT100, PT500, or PT1000 sensors, it works on the idea that the electrical resistance of platinum increases in a predictable way with temperature.
Some of the best things about PT2000 sensors are:

  • Higher nominal resistance for a better signal-to-noise ratio.
  • More sensitivity for accurate measurement.
  • Reduced effect of lead wire resistance in long cable runs.

This PT2000 calculator converts a measured resistance into the corresponding process temperature using the common linear approximation (IEC 60751 style, α = 0.00385). It’s handy for commissioning, field checks, calibration, and quick troubleshooting.

The calculator uses IEC 60751 temperature-resistance characteristics but scales them for PT2000 sensors. You can:

  • Enter a resistance value to get the temperature.
  • Enter a temperature value to find the corresponding resistance.
  • Work in °C 

PT2000 sensors can be wired in 2-wire, 3-wire, or 4-wire configurations:

  • 2-wire: Simple but affected by lead resistance.
  • 3-wire: Compensates for lead resistance in most industrial cases.
  • 4-wire: Best for laboratory-grade accuracy.

Learn: Converting 2-Wire and 3-Wire RTDs into 4-Wire RTDs

The calculator gives you the approximate temperature (°C) when you enter the measured RTD resistance (ohms). Use it for:

  • Calibration in the field and loop checks
  • Quick check of the wiring and health of the RTD and sensor
  • Scaling analog input channels in PLC/DCS when they are being set up
  • Training and showing how RTD behaves in a straight line
  • Instrumentation and control engineers for checking loops and scaling DCS/PLC
  • Calibration technicians for bench tests and spot checks
  • Maintenance teams fixing temperature loops
  • System integrators and students who are studying the basics of RTD

Formula (linear approximation, IEC-style):

PT2000 RTD Temperature Calculation Formula

Where:

  • T = temperature in degrees Celsius
  • RT= measured resistance (Ω)
  • Rref= reference resistance at Tref​ (for PT2000, Rref​ =2000 Ω at Tref​ =0C)
  • α = temperature coefficient (for typical platinum RTDs, use 0.00385 /°C)

This treats the RTD as a straight line throughout a range of moderate temperatures, and it is correct for the linearized approximation.

Measured RTD resistance: 2307.7 Ω

Parameters: 

Rref=2000 Ω

 α=0.00385

 Tref=0C

α x Rref​=0.00385×2000=7.7

Resistance difference: RT−Rref=2307.7−2000=307.7

Temperature: T=0+(307.7÷7.7)=40.0C

So a PT2000 reading of 2307.7 Ω corresponds to 40.0 °C (linear approx).

  • Lead-wire resistance: The simple formula does not remove lead resistance. In 2-wire RTD installations, wire resistance adds to RT and will raise the apparent temperature. Use 3-wire or 4-wire measurements or subtract known lead resistance for accurate results.
  • Linearity limits: The linear formula is a good, fast approximation over moderate temperature ranges. At temperature extremes, the RTD response deviates from linear  use the Callendar Van Dusen equation or manufacturer calibration curves for high accuracy.
  • Accuracy class and tolerances: Real sensors have tolerance classes, like IEC 60751 Class A, B, etc. Expect small deviations vs the ideal values.
  • Self-heating and wiring errors: Long loops, improper excitation current, or poor connections can bias readings follow calibration best practices.
Temperature (°C)Resistance (Ω)
-501615.00
-401692.00
-301769.00
-201846.00
-101913.00
02000.00
102077.00
202154.00
302231.00
402308.00
502385.00
602462.00
702539.00
802616.00
902693.00
1002770.00
1503155.00
2003540.00
2503925.00
3004310.00
3504695.00
4005080.00

(Calculated with R = 2000 × [1 + 0.00385 × T]. Values rounded to two decimal places where needed.)

  • Monitoring the temperature in high-precision industrial processes.
  • HVAC systems where precision is very important.
  • Laboratory experiments needing minimal measurement error.
  • Process automation for better control feedback
  • Use 3-wire RTD wiring for most industrial installations to cancel lead resistance. Use 4-wire for laboratory precision.
  • When doing a quick loop check with a handheld ohmmeter, note and subtract measured lead resistance if using 2-wire.
  • For transmitter scaling, set the analog input span using the expected resistance at the span endpoints (use the table or calculator).
  • If high accuracy is required, record and apply the manufacturer’s calibration curve or use the Callendar-Van Dusen coefficients.

Refer the below link for the Collection of temperature measurement calculators and other instrumentation tools:

“PT” indicates a platinum sensing element; “2000” is the nominal resistance (2000 Ω) at 0°C.  

PT2000 gives higher resistance (signal) than PT100 but lower than PT1000 it can offer better noise immunity than PT100 while keeping manageable resistance for input circuits.

Use α = 0.00385 /°C for standard IEC 60751 platinum RTDs unless the manufacturer specifies different Callendar-Van Dusen coefficients.

For precision work (tight uncertainty budgets) or when temperatures are near sensor limits (very low or very high), use Callendar-Van Dusen or a certified calibration table.

Refer the below link to test your knowledge on RTD (Resistance Temperature Detector) 

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