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RTD Temperature Sensors热电阻温度传感器英文版

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2021-01-30 09:46
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2021年1月30日发(作者:加班费英文)


KNE222 University of Tasmania


School Of Engineering


KNE222 Electronic Engineering



Operational Amplifier Applications


The Resistive Temperature Detector (RTD)



In


addition


to


thermocouples


for


measuring


temperature,


instrumentation


engineers


frequently


use


Resistive Temperature Detectors


or RTDs. These are devices whose DC resistance varies (almost)


linearly as a function of temperature. Perhaps the most common of these is the PT100, a platinum


based


sensor


whose


resistance


at


0?


C


is


exactly


100


Ohms,


(see


Table


1)


.


As


the


sensor’s


temperature


increases


so


does


its


resistance,


in


a


reasonably


linear


manner.


Table


1


shows


the


variation in resistance of a PT100 sensor with temperature. While the


temperature coefficient


varies


slightly


over


a


wide


range


of


temperatures,


(typically


0.0036


to


0.0042


Ohms/?


C),


it


can


be


considered


reasonably


constant


over


a


50


or


100


?


C


range.


The


commonly


accepted


average


temperature coefficient is 0.00385 Ohms per ?


C. Accordingly the PT100 can often be used without


linearization over such a range provided the appropriate coefficient is evaluated. This device is also


capable of withstanding a wide range of temperatures, from -200 to 800?


C, and for some applications


the


variations


in


temperature


coefficient


can


be


tolerated.


Further,


the


PT100


provides


stable


and


reproducible temperature characteristics.



For a given base resistance R


o


, the resistance of an RTD at T ?


C is given by:



R


(


T


)


?


R


o


(


1


?

< br>?


(


T


?


T


0


))


Or


… (1)



R

< br>(


T


)


?


R


o


T


?


T


0


?


?



Where R


o


is the base resistance corresponding to T


o


, (100Ohms at 0 ?


C) and


?


is the temperature


coefficient,


(0.00385Ohms


per


?


C).


Thus


R(100



?


C


)


=


138.5



Ohms


.


This


approximation


provides


quite


a


good


estimate


of


temperature


up


to


about


300


?


C,


as


shown


in


Figure


1,


thereafter


the


nonlinearity becomes evident.




Figure 1. Linear RTD model vs. the actual characteristic



Equation


(1)


assumes


that


the


nonlinearities


in


the


RTD


characteristic


are


negligible,


ie


that


the


device


is


entirely


linear,


and


while


for


many


applications


this


approximation


is


acceptable,


where


more precision is required a


nonlinear


model must be used, as outlined in Equation (2).



R


(


T


)

< p>
?


R


o


(


1


?


AT


?

< br>BT


2


?


C

(


T


?


100

)


T


3


)


… (2)




Where: A = 3.908E-3, B = -5.775E-7 and C = -4.183E-12 for T<0 and C = 0 for T>0.


G


.


Vertigan Page 1


2009



KNE222 University of Tasmania


Temperature


information


can


be


obtained


from


an


RTD


by


measuring


its


resistance;


either


by


applying


a


known


current


and


measuring


the


resulting


voltage


or


vice


versa.


Care


muse


be


taken


when


passing


a


current


through


an


RTD


as


internal


I


2


R


heating



will


also


affect


the


devi


ce’s


resistance. The degree to which this occurs depends on the physical size of the RTD in question, and


therefore


how


much


heat


it


can


dissipate


before


its


temperature


rises


significantly


above


ambient.


For small devices sense currents must be kept quite low, typically less than 3mA. A small (thick film)


PT100 device appears in figure 2.




Figure 2. A Thick Film PT100 Temperature



Sensor Construction





Figure 3. Sample PT100 probes




RTDs generally have a small thermal mass and therefore can exhibit a fast response to rapid changes


in temperature. This can be useful in process control applications.



Information Coding Techniques.


Instrumentation


applications


frequently


use


Programmable


Logic


Controllers


(PLCs)


to


store


and


process


data,


and


therefore


the


analogue


output


signals


of


sensing


equipment


must


be


scaled



appropriately for the A-D converter input card of the PLC concerned. This is generally accomplished


by


the


sensor


driving


circuitry.


There


are


several


standard


voltage


ranges



used


by


manufacturers;


these include 0 to 1, 0 to 5 and 0 to 10 volts, each corresponding to the desired range of temperatures


detected by the RTD.



In addition to the voltage source based signals, it is also common to use a


current source


to carry


encoded analogue information. This method offers significant noise immunity over voltage carriers,


since both


common mode


and


normal mode


induced voltages can be tolerated without significantly


corrupting the current flowing. Four to twenty mA current loops are frequently used over moderate


transmission


distances,


for


example


from


one


side


of


a


factory


to


the


other,


to


convey


analogue


information.


G


.


Vertigan Page 2


2009



KNE222 University of Tasmania


The


loop


transmitter


is


generally


set


up


so


that


the


lower


end


of


the


required


temperature


range


corresponds to 4mA and the upper end to 20mA. Thus should the loop become broken, resulting in a


total loss of current, the fault can be readily detected. Effectively the analogue signal is encoded as a


0-16mA, current shifted from the origin by 4mA. The range of temperatures that correspond to these


currents (usually known as the


span


) is determined by the user, who must program the transmitter


accordingly.


Some


loop


transmitters


are


powered


by


the


4mA


current


component,


while


others


require an external power supply.



An RTD Drive Circuit.


The schematic shown in Figure 4 is designed to interface a PT100 to a PLC analogue input card. It


offers two output signals; a 0-5 volt


voltage signal


and a 4-20mA


current signal


. The circuit uses a


Wheatstone bridge


arrangement to derive a positive voltage, proportional to the


increase


in sensor


resistance


beyond


the


base


resistance


R


o


,


which


corresponds


to


the


lower



end


of


the


desired


temperature range, (in this case 0 ?


C).



Figure 4. A Temperature Measuring Circuit for the PT100.




Thr RTD is


included in


a Wheatstone bridge arrangement


(sometimes known as


a


quarter bridge



configuration),


which


operates


from


a


split


power


supply


.



However


in


this


circuit


the


voltage


supplies are not quite equal. The negative rail is fixed at 0.265 volts while the positive rail is set so


that


the


voltage


on


the


top


side


of


the


RTD


is


zero,



i.e.


so


that


the


bridge


is


nulled.



The


voltage


required


to


null


the


bridge


will


vary,


depending


on


the


temperature


of


the


RTD.


Therefore


temperature information is


encoded in the positive supply potential


.



The left hand side of the bridge consists of two identical resistors, which at their union generate a


common


mode


voltage


containing


information


relating


only


to


the


temperature


of


the


RTD.


A


particularly good feature of this technique is the fact that the output is truly


linear with the resistance



G


.


Vertigan Page 3


2009


-


-


-


-


-


-


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