*1.12 In a certain vibration problem the differential equation describing the motion of a particle of mass m is d²x d1² dx dt -+kx= Po sin ot where x is the displacement of the particle and ris time. What are the dimensions of the constants c, k, Po, and wo in terms of the base dimensions of a gravitational [FLT] system?

Physics for Scientists and Engineers: Foundations and Connections
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Author:Katz, Debora M.
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*1.12 In a certain vibration problem the differential equation describing the
motion of a particle of mass m is
d²x
dx
+c + kx = Po sin wt
dt
m -
dr2
where x is the displacement of the particle and t is time. What are the dimensions
of the constants c, k, Po, and w in terms of the base dimensions of a gravitational
[FLT] system?
Transcribed Image Text:*1.12 In a certain vibration problem the differential equation describing the motion of a particle of mass m is d²x dx +c + kx = Po sin wt dt m - dr2 where x is the displacement of the particle and t is time. What are the dimensions of the constants c, k, Po, and w in terms of the base dimensions of a gravitational [FLT] system?
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