Do sound waves transport linear momentum or act as a source term?
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relation
w(k)∝|sin(ka2)|w(k)∝|sin(ka2)|.
Now, looking at small kk, we can approximate that sin(ka/2)=ka/2sin(ka/2)=ka/2 so that w(k)∝kaw(k)∝ka. The textbook states that this limit describes sound waves and this is exactly what I do not quite understand. Which formula is pointing out that we are dealing with sound waves? I have read Why can the dispersion relation for a linear chain of atoms (connected by springs) be written as ω(k)=cs|k|ω(k)=cs|k|? and the corresponding comments where it says:
w(k)∝|sin(ka2)|w(k)∝|sin(ka2)|.
Now, looking at small kk, we can approximate that sin(ka/2)=ka/2sin(ka/2)=ka/2 so that w(k)∝kaw(k)∝ka. The textbook states that this limit describes sound waves and this is exactly what I do not quite understand. Which formula is pointing out that we are dealing with sound waves? I have read Why can the dispersion relation for a linear chain of atoms (connected by springs) be written as ω(k)=cs|k|ω(k)=cs|k|? and the corresponding comments where it says:
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Hola mate !! ✨✨
here's your answer...⬇️⬇️
▶️We know that sound wave or simply sound is a form of energy. since anything having energy has a momentum therefore sound wave has linear momentum and acts as a source for its transportation.
hope it helps !! ❤️❤️
here's your answer...⬇️⬇️
▶️We know that sound wave or simply sound is a form of energy. since anything having energy has a momentum therefore sound wave has linear momentum and acts as a source for its transportation.
hope it helps !! ❤️❤️
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