2017•IEICE Electronics ExpressOpen access

Method for BGR’s second-order temperature compensation using resistor combinations with specified temperature coefficients

Ran Zheng, Lifu Dai, Yanzhao Ma

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Abstract

In this paper, an original method is proposed to implement temperature compensation for a bandgap reference (BGR) circuit without any auxiliary circuits. By employing resistor combinations (formed by different type of resistors) with specified temperature coefficients (TC), the temperature coefficient of a previous reported bandgap reference is improved from 22.11 ppm/°C to 3.499 ppm/°C (−25°C–85°C). In order to accomplish the improvement, a useful model is also proposed to help understand the relationship among the TCs of resistors’ combinations and BGR.

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In this paper, an original method is proposed to implement temperature compensation for a bandgap reference (BGR) circuit without any auxiliary circuits. By employing resistor combinations (formed by different type of resistors) with specified temperature coefficients (TC), the temperature coefficient of a previous reported bandgap reference is improved from 22.11 ppm/°C to 3.499 ppm/°C (−25°C–85°C). In order to accomplish the improvement, a useful model is also proposed to help understand the relationship among the TCs of resistors’ combinations and BGR.

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Available abstract

In this paper, an original method is proposed to implement temperature compensation for a bandgap reference (BGR) circuit without any auxiliary circuits. By employing resistor combinations (formed by different type of resistors) with specified temperature coefficients (TC), the temperature coefficient of a previous reported bandgap reference is improved from 22.11 ppm/°C to 3.499 ppm/°C (−25°C–85°C). In order to accomplish the improvement, a useful model is also proposed to help understand the relationship among the TCs of resistors’ combinations and BGR.

Key concepts: Resistor, Temperature coefficient, Compensation (psychology), Bandgap voltage reference, Materials science, Electronic engineering, Control theory (sociology), Computer science

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