Determine equivalent inertia and equivalent stiffness of the system shown in Figure. Mass of the bar is M. Use rotation of the bar (0) as the generalized coordinate. L L/4 2m k₁ m 2k
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- A square panel with a mass of 12 kg is suspended from point C by two ropes at points A and B. If the rope at B is suddenly cut, calculate the tension I in rope A immediately after the cut. The moment of inertia with respect to the center of mass is I = {mb². C 45° 45 A B b b (Ctrl)There is a pirate ship in the harbor which features a large, cast iron wheel that is used to steer the ship. As shown in the figure above, this wheel features spokes with a length of R = 0.83 meters, configured as shown. Star symbols indicate specific points on the wheel (labelled A, B, C, D, and E). The moment of inertia of this wheel is I = 12.2 kg⋅m2.The wheel spins around a gear mechanism attached at its center. The gear mechanism has sufficient resistance (due to friction and other factors) that anyone trying to turn the wheel feels a counter-torque of τres = 10 N⋅m. After the wheel begins moving, a constant resisting torque of τres = 10 N⋅m is still felt. Someone applies a a tourque of 33.7N*mvto the wheel for five seconds, if the wheel starts at rest what is it anuglar momentum after five seconds? If the wheel is now spinning at 1 rad/sec what is the magnitude of the tourque to keep it spinning? What is the total kinetic magnitude of the wheel ( the mass is 4kg)please show all steps
- Please write out the problem on paper and provide all steps and units.Complete the following sentence 1- The center of mass of a rigid body in the form of thin wire across y-direction is given by.. 2- The center of mass of a rigid body in the form of thin shell across x-direction is given by. . 3- The moment of inertia of a rigid body rotate about a fixed axis (z- axis ) is given by.. . 4- The rotational kinetic energy of a rigid body rotate about a fixed axis is given by. . 5- The torque about the axis of rotation is given by.... .....................Please solve this
- Please fast vey fast please pleasesolve veerty fast and solve very very fast in 15 min | I need a clear answer by hand, not by keyboardDetermine the weight moment of inertia (in lb · in') of the homogeneous body (shown in the image below) about the x axis. The specific weight of the material is g = 200 lb/ft3, the length /= 12 in., and the exponent in the equation a = 2.1. Please pay attention: the numbers may change since they are randomized. Your answer must include 2 places after the decimal point. ya = x Your Answer: Answer
- Please help me by solving it on paper. I don't want matlab script. PlzEquation of Motion The triangle is made of 3 rods of a length 1-2.1ft and density is p = 4 lb/ft. ^ 1) Establish what you think is the best Coordinate system for this problem and explain why. 2) Find the location of the center of gravity (x bar and y bar). 3) Find the weight of the triangle. 4) Find the Mass Moment of Inertia at O of the triangle. 5) Draw the FBD and kinetic diagram of the triangle. 6) Find the accelerations of the triangle (angular and linear). 7) Find the Pin Reaction at O: . On and Ot • or Ox and Oy . • Magnitude O, and direction. In the box below, enter the angular acceleration & in rad/s with one decimal. Include the sign + if CCW or - sign if CW.Determine the radius of gyration kx (in inches) of the homogeneous body (shown in the image below) about the x axis. The specific weight of the material is g = 400 Ib/ft°, the length /= 10 in., and the exponent in the equation a = 1.9. Please pay attention: the numbers may change since they are randomized. Your answer must include 3 places after the decimal point. ya = x Your Answer: Answer