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Introduction Many doors in public places are fitted with simple and inexpensive mechanisms that are designed to close the doo
M = 60 mass of the door (including the cylinder) in kg, C=9 coefficient of viscous resistance in Ns/m, k = 24 stiffness of th
Tasks 1. Determine the transfer function of the system where force F is the input and displacement x is the output variable.
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Givens A SPOF camped forced system Healya ME tokg R. C = 4 Nalm R = 20 Nm For 51N. M ܓ تا Using Newtons second law and EBD oa Now input is applied inpulse of magnitude fare impulse system form of to FAL= Fo fde At Response of system is qiuen by savi9 for a rectanqulere felke uspets, it cud be - f FICE F.cz 45 tant as t t -45 be modeled as fict) + f(t) Now this f(t) could

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