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question calculate the frequency of damped oscillation of the system shown in fig for the values m 1 750 kg c 3 500 n
question a disk of mass in and radius r rolls without slip while restrained by a dashpot with coefficient of viscous
question a simple pendulum is immersed in viscous fluid so that there is a resisting force of magnitude ca acting on
question consider the rolling disk of problem assume small angles 0 and determine the natural frequency of oscillation
question determine the natural frequency of the system of problemproblem the circular shaft of fig has the torsional
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question to determine the centroidal mass moment of inertia lc of a tire mounted on a hub the wheel was suspended on a
question a connecting rod of mass m 3 x 10-3 kg and centroidal mass moment of inertia ic 0432 x 10-4 kg m2 is
question a bead of mass m is suspended on a massless string as shown in fig assume that the string is subjected to the
question the one-story structure shown in fig can be modeled in the first approximation as a single-degree-of-freedom
question the maximum acceleration of the mass in problem was observed to have the value amax 1 000 cms2 determine the
question the upper right corner of the door of problem i is released from rest after being held at a distance xo 2 cm
question the two gears of the system of fig have mass polar moments of inertia ia and 13 derive an expression for the
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question devise a model for the automobile antenna of
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question derive the differential equation of motion for the system of fig and verify the expression for the equivalent
question a mass m is suspended on a massless beam of uniform bending stiffness el as shown in fig derive the
question a mass m is connected to a spring of stiffness k through a string wrapping around a rigid pulley of radius r
question an l-shaped massless rigid member with a mass m at the tip and supported by a spring of stiffness k is hinged
question an inverted pendulum is supported by a linear spring as shown in fig it is required toa derive the equation