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- W2091552017 abstract "The closed-form expression for the current noise spectral density for a disordered conductor has been found starting from the general principles of Gaussian fluctuation statistics, without making ad hoc assumptions about the form of the distribution function of the relaxation times of the defects with internal degrees of freedom. It allows one to analyse the noise characteristics of the system consistently at arbitrary frequencies f and temperatures. On applying it to metals with frozen strains, we succeed in giving a quantitative interpretation of the phenomenon. The theory: (i) demonstrates almost behaviour of over a frequency interval that expands sharply with the growth of disorder in the metal; (ii) leads to `saturation' of at low f; (iii) gives a convergent integrated intensity for the current noise; (iv) describes completely the temperature dependence of the empirical Hooge factor. Our theory also predicts a narrowing of the region (to a point where it actually disappears) with temperature increase that is well known experimentally for semiconductors but has not received a consistent theoretical interpretation up to now." @default.
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- W2091552017 date "1998-08-03" @default.
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- W2091552017 title "Fluctuation theory of 1/fnoise in disordered conductors" @default.
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- W2091552017 doi "https://doi.org/10.1088/0953-8984/10/30/013" @default.
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