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Circuit improves on temperature measurement

机译:电路改善了温度测量

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When current pulses with a stable I_(HIGH)/I_(LOW) ratio modulate a semiconductor junction, the ensuing voltage difference (for example, ΔV_(BE) for a bipolar transistor) is a linear function of the absolute (Kelvin) temperature, T. You can use this truism to make accurate temperature measurements. Technical literature has thor-oughly covered the relationship (refer-ences 1 to 4) and has numerous imple-mentations. This Design Idea suggests some areas for improvement and design variations on the basic idea. The principal equation describing the phenomenon is as follows: ΔV=86.4 x T x ln(I_(HIGH)/ I_(LOW)), expressed in microvolts. Setting the current ratio I_(HIGH)/I_(LOW) =10 results in ΔV of approximately 200 μV per degree. The key issue in the practical implementation of the idea is to switch current with a highly stable I_(HIGH)/I_(LOW) ratio, which you can do by using a number of discrete components. This Design Idea suggests a digitally controlled and integrated approach (Figure 1).
机译:当具有稳定的I_(HIGH)/ I_(LOW)比的电流脉冲调制半导体结时,随之产生的电压差(例如,双极晶体管的ΔV_(BE))是绝对(开尔文)温度的线性函数, T.您可以使用这种真实性进行精确的温度测量。技术文献已经全面介绍了这种关系(参考文献1至4),并具有许多实现。该设计构想在基本构想上提出了一些需要改进和设计变化的领域。描述该现象的主要方程式如下:ΔV= 86.4 x T x ln(I_(HIGH)/ I_(LOW)),以微伏表示。将电流比I_(HIGH)/ I_(LOW)设置为10将导致每度约200μV的ΔV。该想法的实际实现中的关键问题是以高稳定的I_(HIGH)/ I_(LOW)比率切换电流,您可以通过使用多个分立组件来实现。该设计思想提出了一种数字控制和集成的方法(图1)。

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