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3k A The homogeneous disc with a mass of 5m is supported at point C. For small oscillations, determine the natural frequency of the system by use of RAYLEIGH’S METHOD in terms 2k B R S.E.P. of the given parameters (k, m,r, R). The system is in static equilibrium position at the 5m instant given, and that assume O, sin(@nt + a). 3m

3k A The homogeneous disc with a mass of 5m is supported at point C. For small oscillations, determine the natural frequency of the system by use of RAYLEIGH’S METHOD in terms 2k B R S.E.P. of the given parameters (k, m,r, R). The system is in static equilibrium position at the 5m instant given, and that assume O, sin(@nt + a). 3m

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RAYLEIGH’S METHOD

3k A ww The homogeneous disc with a mass of 5m is supported at point C. For small oscillations, determine the natural frequency of the system by use of RAYLEIGH’S METHOD in terms 2k ww B R S.E.P. of the given parameters (k, m, r,R). The system is in static equilibrium position at the instant 5m given, 0, sin(wnt + a). and assume that 3m
Transcribed Image Text:3k A ww The homogeneous disc with a mass of 5m is supported at point C. For small oscillations, determine the natural frequency of the system by use of RAYLEIGH’S METHOD in terms 2k ww B R S.E.P. of the given parameters (k, m, r,R). The system is in static equilibrium position at the instant 5m given, 0, sin(wnt + a). and assume that 3m
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