Using Holzer's method, find the natural frequencies and mode sh... | Filo
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Using Holzer's method, find the natural frequencies and mode sh... | Filo
Solution For Using Holzer's method, find the natural frequencies and mode shapes of the system shown in Fig. 6.14 , with m1 =100 kg,m2 =20 kg,m3 =200
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SOLVED: Use Holzer's method to calculate the natural frequency of the first torsional vibration mode and the corresponding mode shape for the system shown in Figure 2.Ni = J2 = J6 = J4 = Js = J8 = K1 = K3 = Ks = 380 rpmN2 = 250.0 Kg.m23600.0 Kg.m2J3 = J7 = 120.0 Kg.m24750.0 Kg.m2J9 = 21.5 E6 N.m/radK2 = 3.6 E6 N.m/radK4 = 72.0 E6 N.m/radK6 = 120 rpm65.0 Kg.m8400.0 Kg.m214.5 E6 N.m/rad10.8 E6 N.m/rad180.0 E6 N.m/radJ1J2J3N1K1K5K6N2K3K4N1J8JgJ5J6J-Fig. 2
SOLVED: Use Holzer's method to calculate the natural frequency of the first torsional vibration mode and the corresponding mode shape for the system shown in Figure 2.Ni = J2 = J6 = J4 = Js = J8 = K1 = K3 = Ks = 380 rpmN2 = 250.0 Kg.m23600.0 Kg.m2J3 = J7 = 120.0 Kg.m24750.0 Kg.m2J9 = 21.5 E6 N.m/radK2 = 3.6 E6 N.m/radK4 = 72.0 E6 N.m/radK6 = 120 rpm65.0 Kg.m8400.0 Kg.m214.5 E6 N.m/rad10.8 E6 N.m/rad180.0 E6 N.m/radJ1J2J3N1K1K5K6N2K3K4N1J8JgJ5J6J-Fig. 2
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SOLVED: Use Holzer's method to calculate the natural frequency of the first torsional vibration mode and the corresponding mode shape for the system shown in Figure 2.Ni = J2 = J6 = J4 = Js = J8 = K1 = K3 = Ks = 380 rpmN2 = 250.0 Kg.m23600.0 Kg.m2J3 = J7 = 120.0 Kg.m24750.0 Kg.m2J9 = 21.5 E6 N.m/radK2 = 3.6 E6 N.m/radK4 = 72.0 E6 N.m/radK6 = 120 rpm65.0 Kg.m8400.0 Kg.m214.5 E6 N.m/rad10.8 E6 N.m/rad180.0 E6 N.m/radJ1J2J3N1K1K5K6N2K3K4N1J8JgJ5J6J-Fig. 2
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