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A mechanical system can be represented by a double pendulum interconnected with a spring. Using Newtons method determine the: M N (a) Equations of motion for the system (b) Natural frequencies of the system a Assume: L= 300mm A = r art m, = 1.2 kg point mass m2 = 1.6 kg point mass k = 2 N/m a = 180 mm m

A mechanical system can be represented by a double pendulum interconnected with a spring. Using Newtons method determine the: M N (a) Equations of motion for the system (b) Natural frequencies of the system a Assume: L= 300mm A = r art m, = 1.2 kg point mass m2 = 1.6 kg point mass k = 2 N/m a = 180 mm m

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A mechanical system can be represented by a double pendulum interconnected with a spring. Using Newtons method determine the: N (a) Equations of motion for the system (b) Natural frequencies of the system a Assume: L= 300mm A = ar? k m, = 1.2 kg point mass m2 = 1.6 kg point mass k = 2 N/m a = 180 mm
Transcribed Image Text:A mechanical system can be represented by a double pendulum interconnected with a spring. Using Newtons method determine the: N (a) Equations of motion for the system (b) Natural frequencies of the system a Assume: L= 300mm A = ar? k m, = 1.2 kg point mass m2 = 1.6 kg point mass k = 2 N/m a = 180 mm
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