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Technical Guide

Temperature Controller / Temperature Sensor Glossary

 

Overview

Glossary

 

Glossary of Control Terminology


Hysteresis


ON/OFF control action turns the output ON or OFF based on the set point. The output frequently changes according to minute temperature changes as a result, and this shortens the life of the output relay or unfavorably affects some devices connected to the Temperature Controller. To prevent this from happening, a temperature band called hysteresis is created between the ON and OFF operations.


Hysteresis (Reverse Operation)

 

Hysteresis (Reverse Operation)


Example:

If a Temperature Controller with a temperature range of 0 to 400 °C has a 0.2% hysteresis, D will be 0.8 °C. If the set point is 100 °C, the output will turn OFF at a process value of 100 °C and will turn ON at a process value of 99.2 °C.

 


Hysteresis (Forward Operation)

 

Hysteresis (Forward Operation)


Example:

If a Temperature Controller with a temperature range of 0 to 400 °C has a 0.2% hysteresis, D will be 0.8 °C. If the set point is 100 °C, the output will turn OFF at a process value of 100 °C and will turn ON at a process value of 100.8 °C.

 


Offset


Proportional control action causes an error in the process value due to the heat capacity of the controlled object and the capacity of the heater. The result is a small discrepancy between the process value and the set point in stable operation. This error is called offset. offset is the difference in temperature between the set point and the actual process temperature. It may exist above or below the set point.

 

Offset

 


Hunting and Overshooting


ON/OFF control action often involves the waveform shown in the following diagram. A temperature rise that exceeds the set point after temperature control starts is called overshooting. Temperature oscillation near the set point is called hunting. Improved temperature control is to be expected if the degree of overshooting and hunting are low.

 


Hunting and Overshooting in ON/OFF Control Action

 

Hunting and Overshooting in ON/OFF Control Action
 


Control Cycle and Time-Proportioning Control Action


The control output will be turned ON intermittently according to a preset cycle if P action is used with a relay or SSR. This preset cycle is called the control cycle and this method of control is called time-proportioning control action.

 

Control Cycle and Time-Proportioning Control Action


Example:

If the control cycle is 10 s with an 80% control output, the ON and OFF periods will be as follows.

 


Derivative Time


Derivative time is the period required for a ramp-type deviation in derivative control (e.g., the deviation shown in the following graph) that coincides with the control output in proportional control action. The longer the Derivative time is the stronger the derivative control action will be.

 


PD Action and Derivative Time

PD Action and Derivative Time

 


Integral Time


Integral time is the period required for a step-type deviation in integral control (e.g., the deviation shown in the following graph) to coincide with the control output in proportional control action. The shorter the Integral time is the stronger the integral action will be. If the Integral time is too short, however, hunting may result.

 


PI Action and Integral Time

PI Action and Integral Time

 


Constant Value Control


For constant value control, control is preformed at specific temperatures.

 


Program Control


Program control is used to control temperature for a target value that
changes at predetermined time intervals.

 


Auto-tuning


The PID constant values and combinations that are used for temperature control depend on the characteristics of the controlled object. A variety of conventional methods that are used to obtain these PID constants have been suggested and implemented based on actual control temperature waveforms. Auto-tuning methods make it possible to obtain PID constants suitable to a variety of controlling objects. The most common types of Auto-tuning are the step response, marginal sensitivity, and limit cycle methods.

 


Step Response Method


The value most frequently used must be the set point in this method. Calculate the maximum temperature ramp R and the dead time L from a 100% step-type control output. Then obtain the PID constants from R and L.

Step Response Method

 


Marginal Sensitivity Method


Proportional control action begins from start point A in this method. Narrow the width of the proportional band until the temperature starts to oscillate. Then obtain the PID constants from the value of the proportional band and the oscillation cycle time T at that time.

Marginal Sensitivity Method

 


Limit Cycle Method


ON/OFF control begins from start point A in this method. Then obtain the PID constants from the hunting cycle T and oscillation D.

Limit Cycle Method

 


Readjusting PID Constants


PID constants calculated in auto-tuning operation normally do not cause problems except for some particular applications. In those cases, refer to the following diagrams to readjust the constants.

 


Response to Change in the Proportional Band


Wider

Response to Change in the Proportional Band: Wider

It is possible to suppress overshooting although a comparatively long startup time and set time will be required.


Narrower

Response to Change in the Proportional Band: Narrower
The process value reaches the set point within a comparatively short time and keeps the temperature stable although overshooting and hunting will result until the temperature becomes stable.

 


Response to Change in Integral Time


Wider

Response to Change in Integral Time: Wider
The set point takes longer to reach. It is possible to reduce hunting, overshooting, and undershooting although a comparatively long startup time and set time will be required.


Narrower

Response to Change in Integral Time: Narrower
The process temperature reaches the set point within a comparatively short time although overshooting, undershooting, and hunting will result.

 


Response to Change in Derivative Time


Wider

Response to Change in Derivative Time: Wider
The process value reaches the set point within a comparatively short time with comparatively small amounts of overshooting and undershooting. Fine-cycle hunting will result due to the change in process value.


Narrower

Response to Change in Derivative Time: Narrower
The process value will take a relatively long time to reach the set point with heavy overshooting and undershooting.

 


Fuzzy Self-tuning


PID constants must be determined according to the characteristics of the controlled object for proper temperature control. The conventional Temperature Controller incorporates an auto-tuning function to calculate PID constants. In that case, it is necessary to give instructions to the Temperature Controller to trigger the auto-tuning function. Furthermore, temperature disturbances may result if the limit cycle is adopted. The Temperature Controller in fuzzy self-tuning operation determines the start of tuning and ensures smooth tuning without disturbing temperature control. In other words, the fuzzy self-tuning function makes it possible to adjust PID constants according to the characteristics of the controlled object.

 


Fuzzy Self-tuning in 3 Modes

  • PID constants are calculated by tuning when the set point changes.

  • When an external disturbance affects the process value, the PID constants will be adjusted and kept in a specified range.

  • If hunting results, the PID constants will be adjusted to suppress hunting.

 

Auto-tuning with a Conventional Temperature Controller


Auto-tuning (AT) Function:
A function that automatically calculates optimum PID constants for controlled objects.


Features:
(1) Tuning will be performed when the AT instruction is given.
(2) The limit cycle signal is generated to oscillate the temperature before tuning.

 

Auto-tuning

 


Self-tuning


Self-tuning (ST) Function:
A function that automatically calculates optimum PID constants for controlled objects.


Features:
(1) Whether to perform tuning or not is determined by the Temperature Controller.
(2) No signal that disturbs the process value is generated.

 

Self-tuning


Self-tuning is supported by most of OMRON temperature controllers. Trends in temperature changes are used to automatically calculate and set a suitable proportional band.

 

Self-tuning graph

 


PID Control and Tuning Methods for Temperature Controllers

 

Model

Two PID

Two PID + Fuzzy

Type of PID

E5[]Z

AT, ST

 

E5[]N (See note.)

AT, ST**

 

E5[]N-H

AT, ST

 

E5[]K

 

AT

E5[]R

AT, ST

 

E5ZN

AT

 

EJ1N

AT, ST

 

 

ST: Fuzzy self-tuning, ST**: Executed only for SP changes, AT: Auto-tuning
Note: Not including the E5ZN

 


Control Outputs

Control output consists of ON/OFF output and linear output.


Relay output:
Contact relay output used for control methods with comparatively low switching frequencies.


SSR output:
Non-contact solid-state relay output for switching 1 A maximum.


Voltage output (ON/OFF output):
ON/OFF pulse output at 5, 12, or 24 VDC externally connected to a high-capacity SSR. ON/OFF action is ideal for high switching frequency and PID action is ideal for time-proportioning control action.


Current output:
Continuous 4- to 20-mA or 0- to 20-mA DC output used for driving power controllers and electromagnetic valves. Ideal for high-precision control. A preset linear output is produced if the load resistance falls below allowable levels.


Voltage output (Linear output):
Continuous 0 to 5 or 0 to 10 VDC output used for driving pressure controllers. Ideal for high-precision control.

 



Glossary of Alarm Terminology


Alarm Operation


The Temperature Controller compares the process value and the preset alarm value, turns the alarm signal ON, and displays the type of alarm in the preset operation mode.


Deviation Alarm


The deviation alarm turns ON according to the deviation from the set point in the Temperature Controller.


Setting Example


Alarm temperature is set to 110°C.
The alarm set point is set to 10°C.

Alarm temperature setting example


Absolute-value Alarm


The absolute-value alarm turns ON according to the alarm temperature regardless of the set point in the Temperature Controller.


Setting Example

Alarm temperature is set to 110°C.
The alarm set point is set to 110°C.

Absolute-value alarm setting example

 


Standby Sequence Alarm


It may be difficult to keep the process value outside the specified alarm range in some cases (e.g., when starting up the Temperature Controller), and the alarm turns ON abruptly as a result. This can be prevented with the standby sequential function of the Temperature Controller. This function makes it possible to ignore the process value right after the Temperature Controller is turned ON or right after the Temperature Controller starts temperature control. In this case, the alarm will turn ON if the process value enters the alarm range after the process value has been once stabilized.


Example of Alarm Output with Standby Sequence Set

Temperature Rise

Temperature Rise

Temperature Drop

Temperature Drop
 


SSR Failure Alarm

(Applicable models: E5CN)

The SSR Failure Alarm is output when an SSR short-circuit failure is detected. A ct (Current Transformer) is used by the Temperature Controller to detect heater current and it outputs an alarm when a short circuit occurs.


Heater Burnout Alarm

(Three phase (E5CN, E5AN, and E5EN only) and single phase)

Many types of heaters are used to raise the temperature of the controlled object. The ct (Current Transformer) is used by the Temperature Controller to detect the heater current. If the heater's power consumption drops, the Temperature Controller will detect heater burnout from the ct and will output the heater burnout alarm.

Heater current waveform (CT waveform)


Alarm Latch


The alarm will turn OFF if the process value falls outside alarm operation range. This can be prevented if the process value enters the alarm range and an alarm is output by holding the alarm output until the power supply turns OFF.

Alarm Latch Graph

 


LBA (Operates differently in the E5[]K and E5CN)

 

(Applicable models: E5[]K)
The LBA (loop break alarm) is a function that turns the alarm signal ON by assuming the occurrence of control loop failure if there is no input change with the control output set to the highest or lowest value. Therefore, this function can be used to detect control loop errors.


(Applicable models: E5CN, E5AN, and E5EN)
The LBA (loop break alarm) is a function that turns the alarm signal ON by assuming the occurrence of control loop failure if there is no input change with the deviation above a certain level. Therefore, this function can be used to detect control loop errors.

 


Configurable Upper and Lower Limit Alarm Settings

(Applicable models: E5[]N and E5[]R)

 

Configurable Upper and Lower Limit Alarm Settings



Glossary of Temperature Sensor Terminology


Cold Junction Compensating Circuit


The thermo-electromotive force of the thermocouple is generated according to the temperature difference between the hot and cold junctions. If the cold junction temperature fluctuates, the measurement data will fluctuate even if the hot junction temperature remains stable. For this reason, a separate sensor built into the controller is used to monitor any changes in the cold junction (terminal connected to the thermocouple), and the controller automatically compensates for these changes to keep the cold end of the device at 0°C. This is called cold junction compensation.

 

Cold Junction Compensating Circuit


The thermoelectromotive force VT is calculated from the following formula: VT = V (350 − 20)

 

Thermoelectromotive force formula with condition of the terminal temperature is 20°C

 


Compensating Conductor


An actual application may have a sensing point located far away from the Temperature Controller. Compensating conductors are connected to the thermocouple in this case because thermocouple conductors are expensive. The Compensating conductor must conform to the characteristics of the thermocouple, otherwise precise temperature sensing will not be possible.

 


Example of Compensating Conductor Use

 

Example of Compensating Conductor Use



Input Shift


A preset point is added to or subtracted from the temperature detected by the Temperature Sensor of the Temperature Controller to display the process value. The difference between the detected temperature and the displayed temperature is set as an input compensation value.

 

Input Shift

 



Glossary of Output Terminology


Reverse Operation (Heating)

Reverse Operation (Heating)
The Temperature Controller in reverse operation will increase control output if the process value is lower than the set point (i.e., if the Temperature Controller has a negative deviation).


Direct Operation (Cooling)

Direct Operation (Cooling)

 


Heating and Cooling Control


Temperature control over a controlled object would be difficult if heating was the only type of control available, so cooling control was also added. Two control outputs (one for heating and one for cooling) can be provided by one Temperature Controller.

Heating and Cooling Outputs

 


MV (Manipulated Variable) Limiter


The upper and lower limits for the MV limiter are set by the upper MV and lower MV settings. When the MV calculated by the Temperature Controller falls outside the MV limiter range, the actual output will be either the upper or lower MV limit.

 

MV (Manipulated Variable) Limiter


With heating and cooling control, the cooling MV is treated as a negative value. Generally speaking then, the upper limit (positive value) is set to the heating output and the lower limit (negative value) is set to the cooling output as shown in the following diagram.

Diagram illustration

 


Rate of Change Limit


The rate of change limit for the MV sets the amount of change that occurs per second in the MV. If the MV calculated by the Temperature Controller changes significantly, the actual output follows the rate of change limiter setting for MV until it approaches the calculated value.

 

Rate of change limit setting

 


Dead Band


The overlap band and dead band are set for the cooling output. A negative value here produces an overlap band and a positive value produces a dead band.

 

Dead band

 


Cooling Coefficient


When adequate control characteristics cannot be obtained using the same PID constants, such as when the heating and cooling characteristics of the controlled object vary significantly, adjust the proportional band on the cooling side (cooling side P) using the cooling coefficient until heating and cooling side control are balanced. P on the heating and cooling control sides is calculated from the following formula.


Heating side P = P
Cooling side P = Heating side P × cooling coefficient
For cooling side P control when heating side characteristics are different, multiply the heating side P by the cooling coefficient.

 


Heating Side P × 0.8

Heating Side P × 0.8


Heating Side P × 1.5

Heating Side P × 1.5



Positioning-Proportioning Control


This is also called ON/OFF servo control. When a Control Motor or Modutrol Motor with a valve is used in this control system, a potentiometer for open / closed control reads the degree of penning (position) of the control valve, outputs an open and close signal, and transmits the control output to Temperature Controller. The Temperature Controller outputs two signals: an open and close signal.


OMRON uses floating control. This means that the potentiometer does not feed back the control valve position and temperature can be controlled with or without a potentiometer.

 

Potentiometer reading the control valve position

 


Transfer Output


A Temperature Controller with current output independent from control output is available. The process value or set point within the available temperature range of the Temperature Controller is converted into 4- to 20-mA linear output that can be input into recorders to keep the results of temperature control on record. The transfer output will be turned ON between the upper and lower limits if the E5[]K-[]F the Temperature Controller is used.

 

Temperature Controller with transfer output

 



Glossary of Setting Terminology


Set Limit


The set point range depends on the Temperature Sensor and the set limit is used to restrict the set point range. This restriction affects the transfer output of the Temperature Controller.

Possible setting range

 


Multiple Set Points


Two or more set points independent from each other can be set in the Temperature Controller in control operation.

 


Setting Memory Banks


The Temperature Controller stores a maximum of eight groups of data (e.g., set value and PID constant data) in built-in memory banks for temperature control. The Temperature Controller selects one of these banks in actual control operation.

 

Temperature control using constants in memory bank 1

 


Set Point (SP) Ramp


The SP ramp function controls the target value change rate with the variation factor. Therefore, when the SP ramp function is enabled, some range of the target value will be controlled if the change rate exceeds the variation factor as shown on the right.

 

Set Point (SP) Ramp

 


Remote Set Point (SP) Input


For a set point input - Glossary of Industrial Automation">remote set point input, the Temperature Controller uses an external input ranging from 4- to 20-mA for the target temperature. When the SP - Glossary of Industrial Automation">remote SP function is enabled, the 4- to 20-mA input becomes the remote set point.

 


Event Input


An event input is an external signal that can be used to control various actions, such as target value switching, equipment or process RUN/STOP, and pattern selection.

 


Input Digital Filter


The input digital filter parameter is used to set the time constant of the digital filter. Data that has passed through the digital filter appears as shown in the following diagram.

Input Digital Filter

 


 

Temperature Sensor Glossary


Temperature Sensor Types and Features

 

Temperature Sensor Types and Features
 

 

Pt100 and JPt100


In January 1, 1989, the JIS standard for platinum resistance thermometers (Pt100) was revised to incorporate the IEC (International Electrotechnical Commission) standard. The new JIS standard was established on April 1, 1989. Platinum resistance thermometers prior to the JIS standard revision are distinguished as JPt100.Therefore, make sure that the correct resistance thermometer - Glossary of Industrial Automation">platinum resistance thermometer is being used.


The following table shows the differences in appearance of the Pt100 and JPt100.

 

  Classification by model

Pt100 (New JIS standard)

E52-P15A
Pt100 is indicated as P.

JPt100 (Previous JIS standard)

E52-PT15A
JPt100 is indicated as PT.


Note: OMRON discontinued production of JPt100 Sensors in March of 2003.


Indicated Temperature when Connecting Pt100 Sensor to JPt100 Input

 

Indicated Temperature when Connecting Pt100 Sensor to JPt100 Input

Indicated Temperature when Connecting JPt100 Sensor to Pt100 Input

 

Indicated Temperature when Connecting JPt100 Sensor to Pt100 Input



Temperature Sensor Construction

 

 

Sheathed

Standard

Features

• Compared with standard models, these sensors have high resistance to vibration and shock.

• The finished outer diameter is extremely slim enabling easy insertion in small sensing objects, and low heat capacity enables fast response to changes in temperature.

• The sheathed tubing is flexible, enabling insertion and measurement within complex machinery.

• The airtight construction provides high sensitivity and prevents oxidation, for superior heat resistance and durability.

• Compared with the sheathed models, the thick tubing diameter provides strength and durability.

• Slow response speed.

Internal structure

Sheathed type internal structure

Standard type internal structure


 

Thermocouple Measuring Junction Construction

 

 

Non-grounded models

Grounded models

Features

• Fully isolated measuring junction and protective tubing

• Response is inferior to grounded models, but noise resistance is high.

• Widely used for general-purpose applications.

• Soldered ends of measuring junction protective tubing.

• Fast response but noise resistance is low.

• High productivity, low-cost model.

Internal construction

Non-grounded model

Grounded model

The protective tubing and thermocouple are insulated.

There is no insulation between the protective tubing and thermocouple.


 

Terminal Block Appearance

 

 

Exposed lead wires

Exposed terminals

Enclosed terminals

Features

Lead wires directly extend from protective tubing, enabling low-cost manufacturing without requiring more space.
→ For building into machines

Construction uses exposed terminal screws for easy maintenance.
→ For general-purpose indoor use

Construction with enclosed terminal screws enables broad range of applications.
→ For indoor industrial equipment

Appearance

Exposed lead wires appearance

Exposed terminals appearance

Enclosed terminals appearance

Permissible temperature in dry air

• Sleeve Standard: 0 to +70°C
Heat Resistive: 0 to +100°C

• Lead wire (platinum resistance thermometer)
Standard (vinyl-covered): −20 to +70°C
Heat resistive (glass-wool-covered with stainless-steel external shield): 0 to 180°C

• Lead wire (compensating conductor)
Standard (vinyl-covered): −20 to +70°C
Heat resistive (glass-wool-covered with stainless-steel external shield): 0 to 150°C

• Permissible temperature in dry air for terminal box: 0 to +100°C

• Permissible temperature in dry air for terminal box: 0 to +80°C

 

 


 

Temperature Sensor Thermal Response


A delay will occur before the temperature sensor reaches the temperature of the sensing object. This delay is generally referred to as the response time. JIS standards specify the response characteristics of a temperature sensor as the time required by the sensor to reach 63.2% of the indicated value for the temperature of the sensing object starting from when the temperature sensor touches the sensing object. Refer to the test results provided in the tables on the right.

 

Thermal Response of Sheathed Temperature Sensors


Protective tubing: SUS316

Test conditions

Static water, room temperature to 100 °C

Protective tubing dia. (mm)

1.0 dia.

1.6 dia.

3.2 dia.

4.8 dia.

6.4 dia.

Thermo-couple

Thermo-couple

Thermo-couple

Platinum resistance thermometer

Thermo-couple

Platinum resistance thermometer

Thermo-couple

Platinum resistance thermometer

63.2% of indicated value

0.08 s

0.15 s

1 s

2.5 s

1.8 s

4.2 s

4 s

9.9 s

 

Standard Temperature Sensors
Thermal Response of Standard Thermocouple
 

Protective tubing: SUS316

Test conditions

Static water

Dry air, room temperature to 100°C

Protective tubing dia. (mm)

12 dia. (thermocouple element dia: 1.6 mm)

Room temperature to 100°C 

100°C to room temperature

Static air

Fed air:
1.5 m/s

Fed air:
3 m/s

63.2% of indicated value

55 s

56 s

6 min. 50 s

2 min. 2 s

1 min. 43 s


 

Thermal Response of Platinum Resistance Thermometer
 

Protective tubing: SUS316

Test conditions

Static water, room temperature to 100°C

Protective tubing dia. (mm)

8 dia.

10 dia.

63.2% of indicated value

21.9 s

23.6 s

 


 

Vibration and Shock Resistance


The testing standards for temperature sensors specified by JIS are provided in the tables on the right. Refer to these standards and provide sufficient margins for the application conditions.


Vibration Resistance

 

Thermocouple


(Conforms to JIS C1602-1995)

Test item

Frequency (Hz)

Double amplitude (mm)

Testing tim (min)

Vibration direction

Sweeps

Destruction

Two axis directions
including length
direction

Resonance test

30 to 100

 0.05

2

---

Fixed frequency
durability test

100

0.02

---

60

 

Note: This test is not performed for Sensors with non-metal protective tubing. Fixed frequency durability tests are conducted at 70 Hz when the resonance point is 100 Hz.

 


Platinum Resistance Thermometer


(Conforms to JIS C1604-1997)

Frequency (Hz)

Acceleration (m/s²)

Sweeps per minute

No. of sweeps

10 to 150

10 to 20

2

10

 


Shock Resistance


Holding the test product on its side, the product is then dropped from a height of 250 mm onto a steel plate 6 mm thick placed on a hard floor. This process is repeated 10 times, after which the product is checked for electrical faults in the measuring junctions and terminal contacts. This test is not performed, however, on products with non-metal protective tubing (conforms to JIS C1602-1995 and JIS C1604-1997).


Permissible Temperature in Dry Air


The permissible temperature in dry air refers to the temperature under which the thermoelectromotive force does not change above the values indicated in the following table when used continuously in static dry air for the time indicated in the following table. The permissible temperature depends on the type of lead wire (thermocouple), protective tubing material, and diameter. The life of thermocouples will generally be extended by lowering the operating temperature. Therefore, use the temperature sensors in conditions that provide sufficient margin in operating temperature beyond the permissible temperature in dry air.


(Conforms to JIS C1602-1995)

Element type

Continuous use (hours)

Change in thermoelectromotive force at each temperature (%)

B

2000

±0.5

R

S

N

10000

±0.75

K

E

J

T

 

Sheathed

 

Thermocouple Permissible Temperature in Dry Air


M: Protective tubing material
D: Protective tubing diameter (mm)

 

Element M

D

 K (CA) Inconel

K (CA) SUS316

J (IC) SUS316

1 dia.

---

650°C

450°C

1.6 dia.

---

650°C

450°C

3.2 dia.

---

750°C

650°C

4.8 dia.

---

800°C

750°C

6.4 dia.

1,000°C

800°C

750°C

8.0 dia.

1,050°C

900°C

750°C


 

Standard

 

Thermocouple Permissible Temperature in Dry Air


M: Protective tubing material
D: Protective tubing diameter (mm)

 

Element M

D

 K (CA)SUS310S

K (CA)SUS316

J (IC)SUS316

10 dia.

750°C

750°C

450°C

12 dia.

850°C

850°C

500°C

15 dia.

900°C

850°C

550°C

22 dia.

1,000°C

900°C

600°C


Permissible Temperature in Dry Air

 

Element M

D

RPT0

RPT1

17 dia.

1,400°C

 

JIS symbol

Type

PT0

Protective tubing: Special ceramic

PT1

Protective tubing: Ceramic Cat. 1

 


 

Reference Material for Temperature Sensors


Thermocouple Standard Potential Difference


Thermocouples generate voltage according to the temperature difference. The potential difference is prescribed by Japanese Industrial Standards (JIS). The following chart gives the potential difference for R, S, K, and J thermocouples when the temperature of the reference junction is 0 °C.E5[]N, E5ZN, and E5[]R conform to standards published in 1995. Other Temperature Controllers conform to standards published in 1981 (listed below).

(Standards Published in 1995)


JIS C 1602-1995 (Unit: μV
)

Category Temperature
(°C)
0 10 20 30 40 50 60 70 80 90
R standard potential
difference
0 0 54 111 171 232 296 363 431 501 573
100 647 723 800 879 959 1041 1124 1208 1294 1381
200 1469 1558 1648 1739 1831 1923 2017 2112 2207 2304
300 2401 2498 2597 2696 2796 2896 2997 3099 3201 3304
400 3408 3512 3616 3721 3827 3933 4040 4147 4255 4363
500 4471 4580 4690 4800 4910 5021 5133 5245 5357 5470
600 5583 5697 5812 5926 6041 6157 6273 6390 6507 6625
700 6743 6861 6980 7100 7220 7340 7461 7583 7705 7827
800 7950 8073 8197 8321 8446 8571 8697 8823 8950 9077
900 9205 9333 9461 9590 9720 9850 9980 10111 10242 10374
1000 10506 10638 10771 10905 11039 11173 11307 11442 11578 11714
1100 11850 11986 12123 12260 12397 12535 12673 12812 12950 13089
1200 13228 13367 13507 13646 13786 13926 14066 14207 14347 14488
1300 14629 14770 14911 15052 15193 15334 15475 15616 15758 15899
1400 16040 16181 16323 16464 16605 16746 16887 17028 17169 17310
1500 17451 17591 17732 17872 18012 18152 18292 18431 18571 18710
1600 18849 18988 19126 19264 19402 19540 19677 19814 19951 20087
1700 20222 20356 20488 20620 20749 20877 21003 --- --- ---
S standard potential
difference
0 0 55 113 173 235 299 365 433 502 573
100 646 720 795 872 950 1029 1110 1191 1273 1357
200 1441 1526 1612 1698 1786 1874 1962 2052 2141 2232
300 2323 2415 2507 2599 2692 2786 2880 2974 3069 3164
400 3259 3355 3451 3548 3645 3742 3840 3938 4036 4134
500 4233 4332 4432 4532 4632 4732 4833 4934 5035 5137
600 5239 5341 5443 5546 5649 5753 5857 5961 6065 6170
700 6275 6381 6486 6593 6699 6806 6913 7020 7128 7236
800 7345 7454 7563 7673 7783 7893 8003 8114 8226 8337
900 8449 8562 8674 8787 8900 9014 9128 9242 9357 9472
1000 9587 9703 9819 9935 10051 10168 10285 10403 10520 10638
1100 10757 10875 10994 11113 11232 11351 11471 11590 11710 11830
1200 11951 12071 12191 12312 12433 12554 12675 12796 12917 13038
1300 13159 13280 13402 13523 13644 13766 13887 14009 14130 14251
1400 14373 14494 14615 14736 14857 14978 15099 15220 15341 15461
1500 15582 15702 15822 15942 16062 16182 16301 16420 16539 16658
1600 16777 16895 17013 17131 17249 17366 17483 17600 17717 17832
1700 17947 18061 18174 18285 18395 18503 18609 --- --- ---
K standard potential
difference
0 0 397 798 1203 1612 2023 2436 2851 3267 3682
100 4096 4509 4920 5328 5735 6138 6540 6941 7340 7739
200 8138 8539 8940 9343 9747 10153 10561 10971 11382 11795
300 12209 12624 13040 13457 13874 14293 14713 15133 15554 15975
400 16397 16820 17243 17667 18091 18516 18941 19366 19792 20218
500 20644 21071 21497 21924 22350 22776 23203 23629 24055 24480
600 24905 25330 25755 26179 26602 27025 27447 27869 28289 28710
700 29129 29548 29965 30382 30798 31213 31628 32041 32453 32865
800 33275 33685 34093 34501 34908 35313 35718 36121 36524 36925
900 37326 37725 38124 38522 38918 39314 39708 40101 40494 40885
1000 41276 41665 42053 42440 42826 43211 43595 43978 44359 44740
1100 45119 45497 45873 46249 46623 46995 47367 47737 48105 48473
1200 48838 49202 49565 49926 50286 50644 51000 51355 51708 52060
1300 52410 52759 53106 53451 53795 54138 54479 54819 --- ---
J standard potential
difference
0 0 507 1019 1537 2059 2585 3116 3650 4187 4726
100 5269 5814 6360 6909 7459 8010 8562 9115 9669 10224
200 10779 11334 11889 12445 13000 13555 14110 14665 15219 15773
300 16327 16881 17434 17986 18538 19090 19642 20194 20745 21297
400 21848 22400 22952 23504 24057 24610 25164 25720 26276 26834
500 27393 27953 28516 29080 29647 30216 30788 31362 31939 32519
600 33102 33689 34279 34873 35470 36071 36675 37284 37896 38512
700 39132 39755 40382 41012 41645 42281 42919 43559 44203 44848
800 45494 46141 46786 47431 48074 48715 49353 49989 50622 51251
900 51877 52500 53119 53735 54347 54956 55561 56164 56763 57360
1000 57953 58545 59134 59721 60307 60890 61473 62054 62634 63214
1100 63792 64370 64948 65525 66102 66679 67255 67831 68406 68980
1200 69553 --- --- --- --- --- --- --- --- ---

 

(Standards Published in 1981)


JIS C 1602-1981 (Unit: μV)

Category Temperature
(°C)
0 10 20 30 40 50 60 70 80 90
R standard potential
difference
0 0 54 111 171 232 296 363 431 501 573
100 647 723 800 879 959 1041 1124 1208 1294 1380
200 1469 1557 1647 1738 1830 1923 2017 2111 2207 2303
300 2400 2498 2596 2695 2795 2896 2997 3099 3201 3304
400 3407 3511 3616 3721 3826 3933 4039 4146 4254 4362
500 4471 4580 4698 4799 4910 5021 5132 5244 5356 5469
600 5582 5696 5810 5925 6040 6155 6272 6388 6505 6623
700 6741 6860 6979 7098 7218 7339 7460 7582 7703 7826
800 7947 8072 8196 8320 8445 8570 8696 8822 8949 9076
900 9203 9331 9460 9589 9718 9848 9978 10109 10240 10371
1000 10503 10636 10768 10902 11035 11170 11304 11439 11574 11710
1100 11846 11983 12119 12257 12394 12532 12669 12808 12946 13085
1200 13224 13363 13502 13642 13782 13922 14062 14202 14343 14483
1300 14624 14765 14906 15047 15188 15329 15470 15611 15752 15893
1400 16035 16176 16317 16458 16599 16741 16882 17022 17163 17304
1500 17445 17585 17726 17866 18006 18146 18286 18425 18564 18703
1600 18842 18981 19119 19257 19395 19533 19670 19807 19944 20080
1700 20215 20350 20483 20616 20748 20878 21006 --- ---
S standard potential
difference
0 0 55 113 173 235 299 365 432 502 573
100 645 719 795 872 950 1029 1109 1190 1273 1356
200 1440 1525 1611 1698 1785 1873 1962 2051 2141 2232
300 2323 2414 2506 2599 2692 2786 2880 2974 3069 3164
400 3260 3356 3452 3549 3645 3743 3840 3938 4036 4135
500 4234 4333 4432 4532 4632 4732 4832 4933 5034 5136
600 5237 5339 5342 5544 5648 5751 5855 5960 6064 6169
700 6274 6380 6486 6592 6699 6805 6913 7020 7128 7236
800 7345 7454 7563 7672 7782 7892 8003 8114 8225 8336
900 8448 8560 8673 8786 8899 9012 9126 9240 9355 9470
1000 9585 9700 9816 9932 10048 10165 10282 10400 10517 10635
1100 10754 10872 10991 11110 11229 11348 11467 11587 11707 11827
1200 11947 12067 12188 12308 12429 12550 12671 12792 12913 13034
1300 13155 13276 13397 13519 13640 13761 13883 14004 14125 14247
1400 14368 14489 14610 14731 14852 14973 15094 15215 15336 15456
1500 15576 15697 15817 15937 16057 16176 16296 16415 16534 16653
1600 16771 16890 17008 17125 17243 17360 17477 17594 17711 17826
1700 17942 18056 18170 18282 18394 18504 18612 --- --- ---
K standard potential
difference
0 0 397 798 1203 1611 2022 2436 2850 3266 3681
100 4095 4508 4919 5327 5733 6137 6539 6939 7338 7737
200 8137 8537 8938 9341 9745 10151 10560 10969 11381 11793
300 12207 12623 13039 13456 13874 14292 14712 15132 15552 15974
400 16395 16818 17241 17664 18088 18513 18938 19363 19788 20214
500 20640 21066 21493 21919 22346 22772 23198 23624 24050 24476
600 24902 25327 25751 26176 26599 27022 27445 27867 28288 28709
700 29128 29547 29965 30383 30799 31214 31629 32042 32455 32866
800 33277 33686 34095 34502 34909 35314 35718 36121 36524 36925
900 37325 37724 38122 38519 38915 39310 39703 40096 40488 40879
1000 41269 41657 42045 42432 42817 43202 43585 43968 44349 44729
1100 45108 45486 45863 46238 46612 46985 47356 47726 48095 48462
1200 48828 49192 49555 49916 50276 50633 50990 51344 51697 52049
1300 52398 52747 53093 53439 53782 54125 54466 54807 --- ---
J standard potential
difference
0 0 507 1019 1536 2058 2585 3115 3649 4186 4725
100 5268 5812 6359 6907 7457 8008 8560 9113 9667 10222
200 10777 11332 11887 12442 12998 13553 14108 14663 15217 15771
300 16325 16879 17432 17984 18537 19089 19640 20192 20743 21295
400 21846 22397 22949 23501 24054 24607 25161 25716 26272 26829
500 27388 27949 28511 29075 29642 30210 30782 31356 31933 32513
600 33096 33683 34273 34867 35464 36066 36671 37280 37893 38510
700 39130 39754 40382 41013 41647 42283 42922 43563 44207 44852
800 45498 46144 46790 47434 48076 48716 49354 49989 50621 51249
900 51875 52496 53115 53729 54341 54948 55553 56155 56753 57349
1000 57942 58533 59121 59708 60293 60876 61459 62039 62619 63199
1100 63777 64355 64933 65510 66087 66664 67240 67815 68390 68964
1200 69536 --- --- --- --- --- --- --- --- ---

 



Reference Temperature Characteristics for Platinum Resistance Thermometers (Ω)


E5[]N, E5ZN, and E5[]R conform to JIS C 1604-1997. Other Temperature Controllers conform to JIS C 1604-1989.


Pt100


JIS C 1604-1997

Tempe-rature
(°C)
-100 0 Tempe-rature
(°C)
0 100 200 300 400 500 600 700 800
0 60.26 100 0 100 138.51 175.86 212.05 247.09 280.98 313.71 345.28 375.7
-10 56.19 96.09 10 103.9 142.29 179.53 215.61 250.53 284.3 316.92 348.38 378.68
-20 52.11 92.16 20 107.79 146.07 183.19 219.15 253.96 287.62 320.12 351.46 381.65
-30 48 88.22 30 111.67 149.83 186.84 222.68 257.38 290.92 323.3 354.53 384.6
-40 43.88 84.27 40 115.54 153.58 190.47 226.21 260.78 294.21 326.48 357.59 387.55
-50 39.72 80.31 50 119.4 157.33 194.1 229.72 264.18 297.49 329.64 360.64 390.48
-60 35.54 76.33 60 123.24 161.05 197.71 233.21 267.56 300.75 332.79 363.67
-70 31.34 72.33 70 127.08 164.77 201.31 236.7 270.93 304.01 335.93 366.7
-80 27.1 68.33 80 130.9 168.48 204.9 240.18 274.29 307.25 339.06 369.71
-90 22.83 64.3 90 134.71 172.17 208.48 243.64 277.64 310.49 342.18 372.71
-100 18.52 60.26 100 138.51 175.86 212.05 247.09 280.98 313.71 345.28 375.7
 

JPt100


JIS C 1604-1997

Temperature
(°C)
-100 0 Temperature
(°C)
0 100 200 300 400 500
0 59.57 100 0 100 139.16 177.13 213.93 249.56 284.02
-10 55.44 96.02 10 103.97 143.01 180.86 217.54 253.06
-20 51.29 92.02 20 107.93 146.85 184.58 221.15 256.55
-30 47.11 88.01 30 111.88 150.67 188.29 224.74 260.02
-40 42.91 83.99 40 115.81 154.49 191.99 228.32 263.49
-50 38.68 79.96 50 119.73 158.29 195.67 231.89 266.94
-60 34.42 75.91 60 123.64 162.08 199.35 235.45 270.38
-70 30.12 71.85 70 127.54 165.86 203.01 238.99 273.8
-80 25.8 67.77 80 131.42 169.63 206.66 242.53 277.22
-90 21.46 63.68 90 135.3 173.38 210.3 246.05 280.63
-100 17.14 59.57 100 139.16 177.13 213.93 249.56 284.02

 

Pt100


JIS C 1604-1989

Temperature
(°C)
-100 0 Temperature
(°C)
0 100 200 300 400 500 600
0 60.25 100 0 100 138.5 175.84 212.02 247.04 280.9 313.59
-10 56.19 96.09 10 103.9 142.29 179.51 215.57 250.48 284.22 316.8
-20 52.11 92.16 20 107.79 146.06 183.17 219.12 253.9 287.53 319.99
-30 48 88.22 30 111.67 149.82 186.82 222.65 257.32 290.83 323.18
-40 43.87 84.27 40 115.54 153.58 190.45 226.17 260.72 294.11 326.35
-50 39.71 80.31 50 119.4 157.31 194.07 229.67 264.11 297.39 329.51
-60 35.53 76.33 60 123.24 161.04 197.69 233.17 267.49 300.65
-70 31.32 72.33 70 127.07 164.76 201.29 236.65 270.86 303.91
-80 27.08 68.33 80 130.89 168.46 204.88 240.13 274.22 307.15
-90 22.8 64.3 90 134.7 172.16 208.45 243.59 277.56 310.38
-100 18.49 60.25 100 138.5 175.84 212.02 247.04 280.9 313.59

 

JPt100


JIS C 1604-1989

Temperature
(°C)
-100 0 Temperature
(°C)
0 100 200 300 400 500 600
0 59.57 100 0 100 139.16 177.13 213.93 249.56 284.02 317.28
-10 55.44 96.02 10 103.97 143.01 180.86 217.54 253.06 287.4 320.54
-20 51.29 92.02 20 107.93 146.85 184.58 221.15 256.55 290.77 323.78
-30 47.11 88.01 30 111.88 150.67 188.29 224.74 260.02 294.12 327.02
-40 42.91 83.99 40 115.81 154.49 191.99 228.32 263.49 297.47 330.24
-50 38.68 79.96 50 119.73 158.29 195.67 231.89 266.94 300.8
-60 34.42 75.91 60 123.64 162.08 199.35 235.45 270.38 304.12
-70 30.12 71.85 70 127.54 165.86 203.01 238.99 273.8 307.43
-80 25.8 67.77 80 131.42 169.63 206.66 242.53 277.22 310.72
-90 21.46 63.68 90 135.3 173.38 210.3 246.05 280.63 314.01
-100 17.14 59.57 100 139.16 177.13 213.93 249.56 284.02 317.28

 


 

Standard Temperature Characteristics for Element-interchangeable Thermistors


The following chart gives the temperature characteristics for low-cost thermistors used in the E5C2, E5L, and E5CS.


JIS C 1611-1975

Standard Temperature Characteristics for Element-interchangeable Thermistors
 

Note: Amount of change in resistance per degree C in the resistance deviation and specified temperature.


Usage Limit for Bare Thermocouples (in Dry Air)
 

Structure material symbol

Wire diameter (mm)

Normal limit (°C)

 Overheat usage limit (°C)

R (PR)

0.5

1400

1600

K (CA)
 

0.65

650

850

1

750

950

1.6

850

1050

2.3

900

1100

3.2

1000

120

J (IC)

0.65

400

500

1

450

550

1.6

500

650

2.3

550

750

3.2

600

750

 

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