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Revisiting the Classics to Recover the Physical Sense in Electrical Noise

机译:回顾经典以恢复电噪声中的物理意义

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This paper shows a physically cogent model for electrical noise in resistors that has been obtained from Thermodynamical reasons. This new model derived from the works of Johnson and Nyquist also agrees with the Quantum model for noisy systems handled by Callen and Welton in 1951, thus unifying these two Physical viewpoints. This new model is a Complex or 2-D noise model based on an Admittance that considers both Fluctuation and Dissipation of electrical energy to excel the Real or 1-D model in use that only considers Dissipation. By the two orthogonal currents linked with a common voltage noise by an Admittance function, the new model is shown in frequency domain. Its use in time domain allows to see the pitfall behind a paradox of Statistical Mechanics about systems considered as energy-conserving and deterministic on the microscale that are dissipative and unpredictable on the macroscale and also shows how to use properly the Fluctuation-Dissipation Theorem.
机译:本文显示了从热力学原因获得的电阻器电噪声的物理有效模型。从约翰逊和奈奎斯特的作品中得出的这个新模型也与卡伦和韦尔顿在1951年处理的噪声系统的量子模型相一致,从而统一了这两种物理观点。这个新模型是基于导纳的复数或2D噪声模型,该模型同时考虑了电能的波动和耗散,以优于仅考虑耗散的实际或一维模型。通过导纳函数将两个正交电流与公共电压噪声链接在一起,在频域中显示了新模型。它在时域中的使用使我们可以看到统计力学悖论背后的陷阱,该悖论涉及被认为是节能且在微观上具有确定性的系统,在宏观上是耗散且不可预测的,并且还显示了如何正确使用涨落-耗散定理。

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