QUANTUM THEORY CORRECTION METHOD AND SYSTEM FOR IMPROVING ACCURACY OF TEMPERATURE MEASUREMENT OF RADIATION THERMOMETER
First Claim
1. A quantum theory correction method for improving the accuracy of the radiation thermometer, which is characterized that the said method comprises the following procedures:
- (1) Measure the standard temperature Ti of the object by using standard temperature measurement instrumentation;
measure the thermal radiation signal voltage Ui(Ti) of the object, where i=1, 2, 3, 4 . . . N and N is a positive integer, by using radiation thermometer system at status of calibration;
input the said standard temperature Ti and the said thermal radiation signal voltage Ui(Ti) into a PC or MCU with physical model outside or inside the radiation thermometer system for data processing to acquire parameters reflecting energy level structure;
the said physical model includes;
U(T)=A(eB/T−
1)−
1 is used in the case of radiation thermometer system with narrow working band;
After working band is selected suitably, the model is simplified as U(T)=A(eB/T) if the working band is short wave; and
U(T)=AT+B if the working band is long wave;
the parameters A and B reflecting energy level structure are obtained by inputting data into the physical model and fitting it with least square method;
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Abstract
The present invention provides a quantum theory correction method for improving the accuracy of temperature measurement of radiation thermometer and a radiation thermometer system. The invention is related to the radiation thermometer in the field of instrumentation. The present invention acquires parameters reflecting energy level structure by adopting effective physical model to process data and using keyboard input or data transmission. The temperature of the object to be measured is finally acquired and displayed on the displayer. The quantum theory correction method and radiation thermometer system effectively overcome the difficulty that the value of radiance ε(λ·T) cannot be accurately measured in the event that radiance correction method is used to improve the accuracy of radiation thermometer. Thus, the accuracy of thermometer is improved significantly.
9 Citations
12 Claims
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1. A quantum theory correction method for improving the accuracy of the radiation thermometer, which is characterized that the said method comprises the following procedures:
(1) Measure the standard temperature Ti of the object by using standard temperature measurement instrumentation;
measure the thermal radiation signal voltage Ui(Ti) of the object, where i=1, 2, 3, 4 . . . N and N is a positive integer, by using radiation thermometer system at status of calibration;
input the said standard temperature Ti and the said thermal radiation signal voltage Ui(Ti) into a PC or MCU with physical model outside or inside the radiation thermometer system for data processing to acquire parameters reflecting energy level structure;the said physical model includes; U(T)=A(eB/T−
1)−
1 is used in the case of radiation thermometer system with narrow working band;
After working band is selected suitably, the model is simplified as U(T)=A(eB/T) if the working band is short wave; andU(T)=AT+B if the working band is long wave;
the parameters A and B reflecting energy level structure are obtained by inputting data into the physical model and fitting it with least square method;- View Dependent Claims (2, 3, 4, 5, 6)
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7. A quantum theory correction radiation thermometer system for improving the accuracy of radiation thermometer, wherein the said radiation thermometer system comprises:
measurement module, which is used for measuring the standard temperature Ti by standard instrumentation of temperature measurement;
the thermal radiation signal voltage Ui(Ti) of the object, where i=1, 2, 3, 4 . . . N (N is a positive integer), is measured by the radiation thermometer system at calibration status. The said standard temperature Ti and the said thermal radiation signal voltage Ui(Ti) are input into PC or MCU inside or outside the radiation thermometer system with physical model for data processing;the said physical model includes; U(T)=A(eB/T−
1)−
1 is used in the case of radiation thermometer system with narrow working band;
after working band is selected properly, the above model is simplified as U(T)=A(eB/T) if the working band is short wave; and
as U(T)=AT+B if the working band is long wave. Parameters A and B reflecting energy level structure are obtained by inputting data into the physical model and processing data with least square method; and- View Dependent Claims (8, 9, 10, 11, 12)
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