blue_leaf77
Science Advisor
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This statement of yours is out of place. If there is such discontinuous wave train, it means the light source is not monochromatic. Monochromatic waves are those having one frequency epxressed mathematically as either sine or cosine function, hence they must be continuous. It's that and must be that.ovais said:it would eventually negate the possibility of a case that a(particular) point on source is emitting wave but at that same instant of time no wave is emmeted by one of the other points on the source.
Well then you may argue that one can have emitters than can be controlled electrically such as that in your last picture. However monochromaticity defines an extremely strict requirement that this wave must start at ## t = -\infty ## and ends at ## t = \infty ##. In spectral domain monochromatic wave has a delta function spectrum located at its oscillation frequency. You can prove it by Fourier transforming such discontinuous wave, you should find the spectrum is not a delta function.
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