PLs see attached image to see the question A video camera, of mass 2kg, is mounted on the top of a bank building for surveillance. The video camera is fixed at one end of atubular aluminium rod whose other end is fixed to the building as shown in the figure below. The wind-induced a force acting on thevideo camera, f(t), which is found to be harmonic with, f(t) = 25cos75t N. Determine the circular cross-sectional dimension of thealuminium tube if the maximum amplitude of vibration of the video camera is to be limited to 0.005m or X ≤ 0.005m.3EIGiven that the equivalent stiffness of the tubular aluminium rod is k = 37, and the moment of inertia of the tube isI = dt(d² + t²) where d, t and I are the diameter, thickness, and length of the tube, respectively.Video cameraFocos outFBuilding0.5 m▬▬▬▬▬▬▬▬▬Tubular aluminum rod

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A video camera, of mass 2kg, is mounted on the top of a bank building for surveillance. The video camera is fixed at one end of a tubular aluminium rod whose other end is fixed to the building as shown in the figure below. The wind-induced a force acting on th video camera, f(t), which is found to be harmonic with, f(t) = 25cos 75t N. Determine the circular cross-sectional dimension of t aluminium tube if the maximum amplitude of vibration of the video camera is to be limited to 0.005m or X ≤ 0.005m. Given that the equivalent stiffness of the tubular aluminium rod is k = 31, and the moment of inertia of the tube is I = §dt(d² + t²) where d, t and I are the diameter, thickness, and length of the tube, respectively. Video num

A video camera, of mass 2kg, is mounted on the top of a bank building for surveillance. The video camera is fixed at one end of a tubular aluminium rod whose other end is fixed to the building as shown in the figure below. The wind-induced a force acting on th video camera, f(t), which is found to be harmonic with, f(t) = 25cos 75t N. Determine the circular cross-sectional dimension of t aluminium tube if the maximum amplitude of vibration of the video camera is to be limited to 0.005m or X ≤ 0.005m. Given that the equivalent stiffness of the tubular aluminium rod is k = 31, and the moment of inertia of the tube is I = §dt(d² + t²) where d, t and I are the diameter, thickness, and length of the tube, respectively. Video num

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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