4. A mass m is on a frictionless table and is attached to the wall by a massless spring (springconstant k). The air friction on the block is f=-2ßmv. During an earthquake, the wall movesleft and right as y(t) = B cos w t.y(t)=Bcos m twwwmx(t)=?(a) Show that the eqn. of motion for m is * + 2ßx + w¿x = f cos wt with wo =%3DтExpress fin terms of B and wo.(b) Derive the amplitude of the m oscillation.(c) What is the amplitude at the resonance frequency w = wo?

FORCED DAMPED VIBTATION Genuine frameworks don't show romanticized consonant movement, on the…

4. A mass m is on a frictionless table and is attached to the wall by a massless spring (spring constant k). The air friction on the block is f=-2ßmv. During an earthquake, the wall moves left and right as y(t) = B cos w t. %3D y(t)=Bcos » t wwwm x(t)=? (a) Show that the eqn. of motion for m is * + 2ßx + w¿x = f cos wt with wo k %3D m Express fin terms of B and wq. (b) Derive the amplitude of the m oscillation. (c) What is the amplitude at the resonance frequency w = wo?

4. A mass m is on a frictionless table and is attached to the wall by a massless spring (spring constant k). The air friction on the block is f=-2ßmv. During an earthquake, the wall moves left and right as y(t) = B cos w t. %3D y(t)=Bcos » t wwwm x(t)=? (a) Show that the eqn. of motion for m is * + 2ßx + w¿x = f cos wt with wo k %3D m Express fin terms of B and wq. (b) Derive the amplitude of the m oscillation. (c) What is the amplitude at the resonance frequency w = wo?

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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