Can a stationary, massive particle have a de Broglie wavelength?

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A stationary, massive particle can technically have a de Broglie wavelength, but it is negligible due to the relationship defined by the de Broglie equation, where wavelength is inversely proportional to mass and velocity. In practice, no particle is completely stationary above absolute zero, as they exhibit some motion. For macroscopic bodies, a reference frame can always be found where they are in motion. Thus, while the concept holds mathematically, the practical implications render the de Broglie wavelength of massive particles extremely small. Understanding this relationship is essential in quantum mechanics.
swain1
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Quick question
Can a stationary, massive particle have a de Broglie wavelength? I thougt not but there is a question that doesn't state a speed. I think it might be incorrect.

Cheers
 
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There's no such thing as a stationary sub-atomic particle above absolute zero. For a macroscopic body you can always find a reference frame in which it is moving. But that does not answer your question ...
 
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Hey Swain ... Yes Massive Particle have de Broglie wavelength...But it is very less to compare because According to de broglie Equation lambda=h/mv
wave length of the wave is invresely proportional to the mass... so when the masss of the particle increases its wavelength decreases comparitively
 

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