Huygens' principle and phase shift

AI Thread Summary
The discussion centers on the amplitude of Huygens' wavelet, specifically its relationship to the incident wave's amplitude multiplied by i / λ, as found in 'Modern Optics' by Guenther. The original poster seeks a derivation for this formula, which remains unproven in the text. Another participant suggests that such terms typically arise from the expansion of a point source over large distances. They recommend "Principles of Optics" by Born & Wolf as a comprehensive resource for wave phenomena in optics. The conversation highlights the need for clarity in understanding Huygens' principle and its mathematical implications.
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I wonder why the amplitude of Huygens' wavelet is equal to the amplitude of incident wave multimpled by i / \lambda. I found this formula in 'Modern Optics' by Guenther p. 335 unfortunately without proof. Has anyone seen the derivation of this fact.

Could you recommend me some good books in optics about wave nature of light.
 
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Without knowing the formula that you 're referring to, i can tell that terms like these usually appear from the expansion of the point source (exponent of ik|r-r'|, sometimes referred as Huygens elementary wave) over large distances.

The absolute, classic reference for wave phenomena in optics is Born & Wolf. You can find almost everything there. The figures are very nice and clear.
 
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