Abstract
I T IS well known that Wien’s displacement law takes a different formwhenPlanck’s lawisexpressedintermsoffrequencythanthat in terms of wavelength (in vacuum) [1,2]. This can be explained by the different functional relationships because the wavelength is inversely proportional to the frequency of electromagnetic radiation. By introducing a logarithmic frequencyorwavelength scale, aunified Wien’s displacement law is obtained regardless of whether the frequency or wavelength is used as the independent variable. The new characteristic wavelength is approximately 26.6% longer than the conventional Wien’s displacement law in terms of wavelength.
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