Angular momentum of a rotating string. equation (8.51) tells us that the momentum dp carried by given by a small piece of string is tods dp= c2 use this result to calculate by direct integration the angular momentum j carried by that your result coincides with (8.75) rotating open string. make sure 1 ε. 2π τος j = (8.75)
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=force × distance a. work b. velocity c. pressure d. momentum
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When the magnetic domains in a material can be aligned, but eventually drift out of alignment, the material is
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Angular momentum of a rotating string. equation (8.51) tells us that the momentum dp carried by give...
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