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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- Two balls of mass ma and m, are connected by a massless rod of length L. The two vertical dashed lines in the figure, below, represent two different axes of rotation (axes a and b). These axes are parallel to each other and perpendicular to the rod. If the ratio between the two moments of inertia, as measured relative to each axis, is 4 = 3. Ib a. Find the ratio of the masses (ma/mp). b. Find the distance from ball a to the system's center of mass. Axis a Axis b L- ma Two balls connected by a massless rod of length L rotate around the two axes shown.solve show all steps and solutionPlease solve this
- Pivot A constant density bar with mass m and length Lis held in place as shown. Use the usual x,y,z coordinates for the following questions. Celling Cable 12. Measuring from the pivot, in the space below draw the torque-pic for the weight force exerted on the bar. Be sure your torque-pic includes both an expression for r in terms of L and also the value for the angle between r and weight force. Bar 350 Length = LPlease can you answer with working out and label each partFor the problem shown below, you are given x1 = 0.28 m, x2 = 0.05 m, x3 = 0.18 m, and y1 = 0.07 and y2 = 0.33 m. Find the moment of inertia about the horizontal axis where y=0 (bottom of the cross-section). Report your answer in units of m4 to four decimal places. y y2 x1 2 (no answer) Correct Answer: 0.002021
- What is the norminal force, N in kilo Newtons(kN). What is the shear force, V in kilo Newtons (kN). Find the bending moment, M in kilo Newton metres (kNm).2. A pair of connected pulleys receive a force F = 100 N and P = 150 N as depicted in the image. The radius of pulley 1 is r₁ = 500 mm, and the radius of pulley 2 is r₂ = 950 mm. The pulley system has a radius of gyration of ko = 0.5 m and mass of 50kg. Determine the following: 1. Reaction force in the x direction 2. Reaction force in the y direction 3. Angular acceleration of the pulley F PA rod of mass M and length L is nonuniform such that its mass per unit length varies with x according to the expression x= a x*, where a is a constant. Find the x coordinate of the center of mass as a fraction of L. on -L▬ O a. 5L/6 O b. 3L/4 O c. 6L/7 O d. 4L/5