The Pt100 temperature sensors are very common sensors in the
Table of contents
As this post became pretty long, here’s a table of contents to help you to see what's included:
- RTD sensors
- PRT sensors
- PRT versus thermocouple
- Measuring RTD/PRT sensor
- Measurement current
- Different mechanical structures of PRT sensors
- Partially supported PRT
- Industrial Platinum Resistance Thermometers, IPRT’s
- Other RTD sensors
- Other Platinum sensors
- Other RTD sensors
- Pt100 sensors
- Temperature coefficient
- Pt100 (385) temperature resistance relationship
- Other Pt100 sensors with different temperature coefficients
- Make sure your measurement device supports your Pt100 sensor
- Pt100 accuracy (tolerance) classes
- Callendar-van Dusen
- Other "Temperature" related blog posts
- Beamex temperature calibration products
For terminology, both “sensor” and “probe” words are generally used, I mainly use “sensor” in this article.
Also, people write "Pt100" and "Pt-100", I will mainly use the Pt100 format. (Yep, I know that IEC / DIN 60751 uses the Pt-100 format, but I am so used to the Pt100 format).
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RTD temperature sensors
As the Pt100 is an RTD sensor, let’s look first at what an RTD sensor is.
The abbreviation RTD comes from “Resistance Temperature Detector.” So it is a temperature sensor in which the resistance depends on temperature; when temperature changes, the sensor’s resistance changes. So, by measuring the RTD sensor’s resistance, an RTD sensor can be used to measure temperature.
RTD sensors are most commonly made from platinum, copper, nickel alloys, or various metal oxides. Pt100 is one of the most common RTD sensors/probes.
PRT temperature sensors
Platinum is the most common material for RTD sensors. Platinum has a reliable, repeatable, and linear temperature-resistance relationship. RTD sensors made of platinum are called PRT, “Platinum Resistance Thermometer.” The most common platinum PRT sensor used in the process industry is the Pt100 sensor. The number “100” in the name indicates that is has a resistance of 100 ohms in 0°C (32°F) temperature. More details on that later.
PRT versus thermocouple
In an earlier blog post, we discussed thermocouples. Thermocouples are also used as temperature sensors in many industrial applications. So, what’s the difference between a thermocouple and a PRT sensor? Here’s a short comparison between thermocouples and PRT sensors:
- Can be used to measure much higher temperatures
- Very robust
- Self-powered, does not need external excitation
- Not very accurate
- Requires cold junction compensation
- Extension wires must be of applicable material for the thermocouple type and attention must be paid to temperature homogeneity over all the junctions in the measurement circuit
- Inhomogeneities in wires may cause unexpected errors
- Are more accurate, linear and stable than thermocouples
- Does not require cold junction compensation, like thermocouples do
- Extension wires can be copper wires
- More expensive than thermocouples
- Need a known excitation current suitable for the sensor type
- More fragile
Shortly, you can say that thermocouples are more suitable for high-temperature applications and PRTs for applications that require better accuracy.
More information on thermocouples and the cold junction compensation can be found in this earlier blog post:
Measuring RTD/PRT sensor
Since the RTD sensor’s resistance changes when temperature changes, it is pretty clear that when measuring the RTD sensor you need to measure resistance. You can measure the resistance in Ohms then convert that manually into a temperature measurement according to the conversion table (or formula) of the RTD type being used.
Nowadays, most commonly, you use a temperature measurement device or calibrator that automatically converts the measured resistance into a temperature reading, when the correct RTD type is selected in the device (assuming it supports the RTD type used). Of course, if the wrong RTD sensor type is selected in the device, it will result in incorrect temperature measurement results.
There are different ways to measure resistance. You can use a 2, 3 or 4 wire connection. The 2-wire connection is only suitable for very low accuracy measurement (mainly troubleshooting) because any wire resistance or connection resistance will introduce error to the measurement. Any normal process measurement should be done using 3 or 4 wire measurement.
For example, the IEC 60751 standard specifies that any sensor better than accuracy class B must be measured with a 3 or 4 wire measurement. More on the accuracy classes later in this article.
Just remember to use a 3 or 4 wire measurement and you are good to go.
Sure for some high-impedance thermistors, Pt1000 sensors, or other high-impedance sensors the additional error caused by the 2-wire measurement may not be too significant.
More information on the 2, 3 and 4 wire resistance measurement can be found in the blog post link below:
As explained in the above-linked blog post in more detail, when a device is measuring resistance it sends a small accurate current through the resistor and then measures the voltage drop generated over it. Then, the resistance can be calculated by dividing the voltage drop by the current according to Ohm’s law (R=U/I).
If you are interested in more detailed info on Ohm’s law, check out this blog post:
When the measurement current goes through the RTD sensor, it also causes the RTD sensor to slightly warm up. This phenomenon is called self-heating. The higher the measurement current is and the longer time it is on, the more the sensor will warm up. Also, the sensor’s structure and its thermal resistance to its surroundings will have a big effect on the self-heating. It is pretty obvious that this kind of self-heating in a temperature sensor will cause a small measurement error.
The measurement current is typically a max of 1 mA when measuring a Pt100 sensor, but it can be as low as 100 µA or even lower. According to standards (such as IEC 60751), self-heating must not exceed 25% of the sensor’s tolerance specification.
Different mechanical structures of PRT sensors
PRT sensors are generally very delicate instruments and unfortunately, accuracy is almost without exception inversely proportional to mechanical robustness. To be an accurate thermometer, the platinum wire inside the element should be able to contract and expand with temperature as freely as possible to avoid strain and deforming. The drawback is that this sort of sensor is very sensitive to mechanical shocks and vibration.
Standard Platinum Resistance Thermometer (SPRT)
The more accurate Standard Platinum Resistance Thermometer (SPRT) sensors are instruments for realizing the ITS-90 temperature scale between the fixed points. They’re made from very pure (α = 3,926 x 10-3 °C-1) platinum and the wire support is designed to keep the wire as strain-free as possible. The “Guide to the Realization of the ITS-90” published by the BIPM (Bureau International des Poids et Mesures) defines the criteria the SPRT sensor must fulfill. Other sensors are not and should not be called SPRT’s. There are glass, quartz, and metal sheathed sensors for different applications. SPRT’s are extremely sensitive to any kind of acceleration such as minimal shocks and vibration, which limits their use to laboratories at the very highest-accuracy measurements.
Partially supported PRT
Partially supported PRT’s are a compromise between the performance of a thermometer and mechanical robustness. The most accurate ones are often called Secondary Standard or Secondary Reference sensors. These sensors may adopt some structures from
Industrial Platinum Resistance Thermometers, IPRTs
When the wire support is increased, the mechanical robustness increases, but so does the strain related to drift and hysteresis issues. These sensors are called Industrial Platinum Resistance Thermometers, IPRTs. Fully supported IPRTs have even more wire support and are mechanically very robust. The wire is encapsulated completely into ceramic or glass, making it very unsusceptible to vibration and mechanical shocks. The drawback is much poorer long-term stability and large hysteresis as the sensing platinum is bonded to the substrate that has different thermal expansion characteristics.
Film PRT’s have evolved a lot in recent years and better ones are now available. They come in many forms for different applications. The platinum foil is sputtered onto the selected substrate, the resistance of the element is often laser-trimmed to the desired resistance value and eventually encapsulated for protection. Unlike wire elements, thin film elements are much friendlier to automating the manufacturing process which makes them often cheaper than the wire elements. The advantages and disadvantages are typically the same as with fully supported wire elements except that film elements often have a very low time constant, meaning that they react very fast to temperature changes. As mentioned earlier, some manufacturers have developed techniques that better combine the performance and robustness.
Other RTD sensors
Other Platinum sensors
Although the Pt100 is the most common Platinum RTD/PRT sensor, there are several others such as Pt25, Pt50, Pt200, Pt500, and Pt1000. The main difference between these sensors is pretty easy to guess, that is the resistance at 0°C, which is mentioned in the sensor name. For example, a Pt1000 sensor has
Other RTD sensors
Although Platinum sensors are the most common RTD sensors, there are also sensors made of other materials including nickel, nickel-iron and copper sensors. Common nickel sensors include Ni100 and Ni120, nickel-iron sensor Ni-Fe 604-ohm and copper sensor Cu10. These materials each have their advantages in certain applications. Common disadvantages of these are rather narrow temperature ranges and susceptibility to corrosion compared to noble metal platinum.
RTD sensors can also be made with other materials like gold, silver, tungsten, rhodium-iron or germanium. They excel in some applications but are very rare in normal industrial operations.
Since an RTD sensor’s resistance depends on temperature, we could also include all generic PTC (positive temperature coefficient) and NTC (negative temperature coefficient) sensors in this category. Examples of these are thermistors and semiconductors that are used for measuring temperature. NTC types are especially common to use for measuring temperature.
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The most common RTD sensor in process industry is the Pt100 sensor, which has a resistance of 100 ohms at 0°C (32°F).
With the same logical naming convention, a Pt200 sensor has a resistance of 200 ohms and Pt1000 has 1000 ohms at 0°C (32°F).
The resistance of Pt100 sensor (and other Pt sensors) at higher temperatures depends on the version of the Pt100 sensor, as there are a few different versions of the Pt100 sensor, which have slightly different temperature coefficients. Globally, the most common is the “385” version. If the coefficient is not mentioned, it is typically the 385.
The temperature coefficient (indicated with Greek symbol Alpha => α) of the Pt100 sensor is indicated as the difference of the resistance at 100°C and 0°C, divided by the resistance at 0°C multiplied with 100°C.
The formula is pretty simple, but it does sound a bit complicated when written, so let’s look at it as a formula:
Let’s take a look at an example to make sure this is clear:
Pt100 has a resistance of 100.00 ohms at 0°C and a resistance of 138.51 ohms at 100°C. The temperature coefficient can be calculated by the following:
We get a result of 0.003851 /°C.
Or as it is often written: 3.851 x 10-3 °C-1
Often this is referred and rounded as a “385” Pt100 sensor.
This is also the temperature coefficient specified in standard IEC 60751:2008.
The temperature coefficient of the sensor element mostly depends on the purity of the platinum used to make the wire. The purer the platinum is, the higher is the alpha value. Nowadays it’s not a problem to get
The alpha value descents from the times when the melting point (≈0 °C) and the boiling point (≈100 °C) of water were used as reference temperature
Typical ρ value for a “385” sensor is 1.115817 and for an SPRT is 1.11814. In practice, the good old alpha is, in many cases, the most convenient, but
Pt100 (385) temperature resistance relationship
In the graphics below, you can see how a Pt100 (385) sensor’s resistance depends on temperature:
When looking at these, you can see that the resistance-temperature relationship of a Pt100 sensor is not perfectly linear, but the relationship is somewhat “curved.”
The table below shows a Pt100 (385) temperature vs. resistance numerical values in a few points:
Other Pt100 sensors with different temperature coefficients
Most of the sensors have been standardized, but there are different standards around the world. This is also the case with Pt100 sensors. Over time, there have been a few different standards specified. In most cases, there is only a relatively small difference in the temperature coefficient.
As a practical example, the standards that we have implemented into Beamex temperature calibrators are from following standards:
- IEC 60751
- DIN 43760
- ASTM E 1137
- JIS C1604-1989 alpha 3916, JIS C 1604-1997
- SAMA RC21-4-1966
- GOCT 6651-84, GOST 6651-94
- Minco Table 16-9
- Edison curve #7
Make sure your measurement device supports your Pt100 sensor
The good thing about the standard Pt100 probes is that each sensor should fulfill the specifications and you can just plug it into your measurement device (or calibrator) and it will measure its own temperature as accurately as the specifications (sensor + measurement device) define. Also, the sensors in the process should be interchangeable without calibration, at least for less critical measurements. Nevertheless, it would still be a good practice to check the sensor at some known temperature before use.
Anyhow, since the different standards have a bit different specification for the Pt100 sensor, it is important that the device you use for measuring your Pt100 sensor supports the correct sensor (temperature coefficient). For example, if your measuring device supports only Alpha 385 and you are using a sensor with an Alpha 391, there will be some error in the measurement. Is that error significant? In this case (385 vs 391), the error would be roughly 1.5°C at 100°C. So, I think it is significant. Of course, the smaller the difference between temperature coefficients, the smaller the error will be.
So, make sure that your RTD measurement device supports the Pt100 probe you are using. Most often if the Pt100 has no indication of the temperature coefficient, it is a 385 sensor.
As a practical example, the Beamex MC6 calibrator & communicator supports following Pt100 sensors (temperature coefficient in parenthesis) based on different standards:
- Pt100 (375)
- Pt100 (385)
- Pt100 (389)
- Pt100 (391)
- Pt100 (3926)
- Pt100 (3923)
Pt100 accuracy (tolerance) classes
Pt100 sensors are available in different accuracy classes. The most common accuracy classes are AA, A, B and C which are defined in the IEC 60751 standard. Standards define a sort of an ideal Pt100 sensor for the manufacturers to aim at. If it was possible to build an ideal sensor, tolerance classes would be irrelevant.
As Pt100 sensors cannot be adjusted to compensate for errors, you should buy a sensor with a suitable accuracy for the application. Sensor errors can be corrected in some measurement devices with certain coefficients, but more on that later.
Accuracies of the different accuracy classes (per IEC 60751:2008):
There are also so-called 1/3 DIN and 1/10 DIN Pt100 accuracy classes in spoken language. They were standardized classes in, for example, DIN 43760:1980-10 that was withdrawn in
And of course, a sensor manufacturer can manufacture sensors with their own custom accuracy classes. IEC 60751 standard section 5.1.4 defines how these special tolerance classes should be expressed.
The formulas may be difficult to make a comparison with, in the below table the accuracy classes are calculated in temperature (°C):
One notable thing here is that even if the “1/10 DIN” sounds attractive with its low 0.03 °C tolerance at 0 °C, it’s actually better than class A only within the narrow range -40…+40 °C.
The graphic below shows the difference between these accuracy classes:
The accuracy classes are commonly used in industrial RTD sensors, but when it comes to the most accurate PRT reference sensors (SPRT, Secondary Standards…), those accuracy classes are not valid anymore. These sensors were made to be as good as a thermometer as possible for the purpose, not to match any standardized curve. They are very accurate sensors with very good long-term stability and very low hysteresis, but these sensors are individuals, so each sensor has a slightly different temperature/resistance relationship. These sensors should not be used without using the individual coefficients for every sensor. You can even find general CvD coefficients for SPRT’s, but that will ruin the performance you’ve paid for. If you just plug in a
So, these sensors must always be used with proper coefficients.
As mentioned before, RTD sensors cannot be “adjusted” to measure correctly. So, the correction needs to be made in the device (e.g. temperature calibrator) that is being used to measure the RTD sensor.
In order to find out the coefficients, the sensor should be first calibrated very accurately. Then, from the calibration results the coefficients for the desired equation, it can be fitted to represent the sensor’s characteristic resistance/temperature relationship. The use of the coefficients will correct the sensor measurement and will make it measure very accurately. There are several different equations and coefficients to calculate the sensor’s resistance to temperature. These are probably the most widespread:
- In the late 19th century, Callendar introduced a simple quadratic equation that describes the resistance/temperature behavior of platinum. Later, van Dusen found out that an additional coefficient was needed below zero. It’s known as the Callendar-van Dusen equation, CvD. For alpha 385 sensors, it’s often about as good as ITS-90, especially when the temperature range isn’t very wide. If your certificate states coefficients R0, A, B, C, they are coefficients for IEC 60751 standard form CvD equation. Coefficient C is only used below 0 °C, so it may be absent if the sensor was not calibrated below 0 °C. The coefficients may also be R0, α, δ
andβ. They fit tothe historically used form of CvD equation that is still in use. Regardless of being essentially the same equation, their written form and coefficients are different.
- ITS-90 is a temperature scale, not a standard. The Callendar-van Dusen equation was the basis of the previous scales of 1927, 1948 and 1968, but ITS-90 brought significantly different mathematics. ITS-90 functions must be used when realizing the temperature scale using SRPTs, but also many lower-alpha PRTs benefit from it compared to CvD, especially when the temperature range is wide (hundreds of degrees). If your certificate states coefficients like RTPW or R(0,01), a4, b4, a7, b7, c7, they are coefficients for ITS-90 deviation functions. The ITS-90 document does not designate numerical notations for the coefficients or subranges. They are presented in NIST Technical Note 1265 "Guidelines for Realizing the International Temperature Scale of 1990" and widely adopted for use. The number of coefficients may vary and the subranges are numbered 1…11.
- RTPW, R(0,01 °C) or R(273,16 K) is the sensor’s resistance at the triple point of water 0,01 °C
- a4 and b4 are coefficients below zero, may also be
a bzand b bzmeaning “below zero”, or just a and b
- a7, b7, c7 are coefficients above zero, may also be
a az, baz and c azmeaning “above zero”, or a, b and c
- In case your sensor is a thermistor, you may have coefficients for Steinhart-Hart equation in the certificate. Thermistors are highly nonlinear and the equation is logarithmic. Steinhart-Hart equation has widely replaced the earlier Beta-equation.
Usuallythe coefficients are A, B andC, but there may also be coefficient D or others, depending on the variant of the equation. The coefficients are usually published by manufacturers, but they can be fitted as well.
Finding out the sensor coefficients
When a Pt100 sensor is sent to a laboratory for calibration and fitting, the calibration points must be selected properly. A 0 °C or 0.01 °C point is always needed. The value itself is needed for fitting but typically ice point (0 °C) or the triple point of water cell (0.01 °C) is also used for monitoring the stability of the sensor and is measured several times during calibration. The minimum number of calibration points is the same as the number of coefficients that should be fitted. For example, for fitting ITS-90 coefficients a4 and b4 below zero, at least two known negative calibration points are needed to solve the two unknown coefficients. If the sensor’s behavior is well known for the laboratory, two points might be enough in this case. Nevertheless, it’s a good practice to measure more points than absolutely necessary, because there’s no other way the certificate could tell how the sensor behaves between the calibration points. For example, CvD fitting for wide temperature range may look rather good if you only have two or three calibration points above zero, but there may be a systematic residual error of several hundredth parts of a degree between calibration points that you won’t see at all. This also explains why you may find different calibration uncertainties for CvD and ITS-90 fitting for the same sensor and the exact same calibration points. Uncertainties of the measured points are no different, but the residual errors of different fittings are usually added to the total uncertainty.
Download free white paper
Download free white paper on Pt100 temperature sensors by clicking the picture below:
Other "Temperature" related blog posts
If you are interested in temperature and temperature calibration, you may these other blog posts also interesting:
- Thermocouple Cold (Reference) Junction Compensation
- Temperature units and temperature unit conversion
- Calibration video: How to calibrate a temperature measurement loop
- How to calibrate an RTD HART temperature transmitter
- Measurement Uncertainty: Calibration uncertainty for
dummies- Part 1
Beamex temperature calibration products
Please check out the new Beamex MC6-T temperature calibrator. A perfect tool for example for Pt100 sensor calibration and for much more. Click the below picture to learn more:
Please check what other temperature calibration products Beamex offers, by clicking the below button:
And finally, thanks
And finally, a special thanks to Mr.Toni Alatalo who is the head of our accredited temperature calibration laboratory at Beamex factory. Toni provided a lot of help and detailed information for this blog post.
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