How do we know that light is a wave

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The discussion centers on the historical development of light theory, highlighting the transition from the wave model to quantum theory. Initial wave properties of light, such as polarization and diffraction, were noted around 1800, building on theories from the 1600s. The debate over light's nature, whether as a wave or particle, involved key figures like Newton and Huygens. Thomas Young's double-slit experiment is credited with challenging Newton's corpuscular theory, paving the way for further developments. Ultimately, Einstein's explanation of the photoelectric effect marked a significant advancement in understanding light's dual nature.
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I'm reading a bit about atomic theory at the moment and I keep reading about how the wave model of light is not sufficient to explain things like the photoelectric effect and black body radiation, which is where quantum theory stepped in but I haven't seen any mention of where the wave theory came from.
 
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Here's the guy who started it all - a good place to start

http://en.wikipedia.org/wiki/Christiaan_Huygens"
 
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russ_watters said:
Light was first noticed to have wavelike properties such as poliarization and diffraction around 1800 as predicted by the initial wave theory which originated in the 1600s: http://en.wikipedia.org/wiki/Light#Wave_theory

Ah right I didn't even think about diffraction thanks.
 
Because it has a property that belongs to a class we call wave.
 
Newton was an advocate of light as a particle (they were called corpuscles back then, I believe). Newton and Huygens were contemporaries and knew of each other's work. So the debate over the nature of light (wave vs. particle) goes way back...

I think it is usually credited to Thomas Young and the double slit expirement that put an end to Newton's corpuscular theory of light. Until Einstein and his explanation the photoelectric effect -- for which he received the Nobel Prize.
 
it also follows from maxwells equations. a solution to these is a propagating wave for electric and magnetic field
 

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