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Use dimensionless analysis and Buckingham pi-theorem to find the dependence of the frequency of oscillation of a cylinder, omega, as a function of its diameter,
Use dimensionless analysis and Buckingham \pi-theorem to find the dependence of the frequency of oscillation of a cylinder, \omega, as a function of its diameter, D, its mass, m, and its
specific weight, \gamma. Here, the key variable is \omega, which is defined as the inverse of the time period. Also find how does the frequency change if the mass of the cylinder is doubled.
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