1. Mathematical models with temperature compensation for InSb and GaAs hall sensors using linear regression method
- Author
-
Kichul Hong, Hoyeon Hwang, Ki-Seok Kim, Dong-Ju Park, and Won-Chang Lee
- Subjects
Physics ,Nonlinear system ,Polynomial ,Mathematical model ,Control theory ,Linear regression ,Word error rate ,Hall effect sensor ,MATLAB ,computer ,computer.programming_language ,Compensation (engineering) - Abstract
In this paper, we designed the mathematical models for InSb and GaAs devices which are hall sensors with different characteristics and confirmed the efficacy of the two models through simulation in MATLAB. Assuming the limitations on the computational capability of the microprocessor which will be used to compensate the nonlinearity due to temperature for the two sensors in the real system, the linear regression for temperature compensation is divided into several sections and performed in first order polynomial. The error rate between the curve fitted by the linear regression and the data received from the hall sensor was calculated. The performance evaluation was carried out and it was confirmed that the error rate was within 1%.
- Published
- 2018
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