a) Write the equation of motion for this system and show that it can be put în the form(b1 + b2)ž, + kr, = b;i; + krj-[Hint: You may use the Newton's second law for the point (with zero mass) at the origin of I9, orhave a cut at the origin of zə and investigate the force balance, or etc.]b) Find the transfer function X, (s) /X; (s).c) Show that the transfer function can be put în the formX,(s).X; (s)¯ Z2 + Z1'where Z1 and Zz areZ1 = b2s,2 = bịs + k.w

The given system is shown below,

a) Write the equation of motion for this system and show that it can be put in the form (b1 + b2) žo + kz, = brżi + kr. [Hint: You may use the Newton's second law for the point (with zero mass) at the origin of 19, or have a cut at the origin of ro and investigate the force balance, or etc.] b) Find the transfer function X, (s) /X; (s). c) Show that the transfer function can be put in the form X.(s) X: (s) %3D Z2 + Z1' where Z, and Zz are Z = bys, 2= bs+k. ww

a) Write the equation of motion for this system and show that it can be put in the form (b1 + b2) žo + kz, = brżi + kr. [Hint: You may use the Newton's second law for the point (with zero mass) at the origin of 19, or have a cut at the origin of ro and investigate the force balance, or etc.] b) Find the transfer function X, (s) /X; (s). c) Show that the transfer function can be put in the form X.(s) X: (s) %3D Z2 + Z1' where Z, and Zz are Z = bys, 2= bs+k. ww

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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