Problem 11 Two Degree of Freedom-Free Undamped VibrationconstantCar massX2kCar spring2kM2M2Tyre mass2mk2X2Tyre stiffnes2kFigure P10 - Two-degree-of-freedom model of avehicle suspension systemFigure P11Ham 10tom-is given in FigureP10. Write tne equauoiIIS Or mouon ImaUIX TOm.Calculate the nattr k=10° N/m ; k2=10* N/m ; M2=50 kg ; M1=2,000 kg.Problem 11Determine the two natural frequencies and mode shapes of the two-mass systems asSTown in Figure P11.k4kX,= 1,-mmX22km2mFigure P12k2kmm.mFigure P13Figure P14Problem 12W

For 11 problem, the answer given for 2nd mode shape is not correct. I solve that correctly in below…

Degree of Freedom - Free Undamped Vibn ostant. Car mass X2 k Car spring 2k M2 M2 Tyre mass 2m k2 X2 Tyre stiffness 2k Figure P10 - Two-degree-of-freedom model of a vehicle suspension system Figure P11 temmis given-in-Figure Santy more sophisTicareo- ucr - vE P10. Write the equauons ur mouon mauIA TOTm. Caiculate the natururcquencieS tr k=10° N/m ; k2=10* N/m ; M2=50 kg ; M1=2,000 kg. Problem 11 Determine the two natural frequencies and mode shapes of the two-mass systems as STown in Figure P11. k 4k X, 1,- X2 %3D m m 2k 2m Figure P12 k 2k m m. Figure P13 Figure P14 Problem 12 W- WWHE H

Degree of Freedom - Free Undamped Vibn ostant. Car mass X2 k Car spring 2k M2 M2 Tyre mass 2m k2 X2 Tyre stiffness 2k Figure P10 - Two-degree-of-freedom model of a vehicle suspension system Figure P11 temmis given-in-Figure Santy more sophisTicareo- ucr - vE P10. Write the equauons ur mouon mauIA TOTm. Caiculate the natururcquencieS tr k=10° N/m ; k2=10* N/m ; M2=50 kg ; M1=2,000 kg. Problem 11 Determine the two natural frequencies and mode shapes of the two-mass systems as STown in Figure P11. k 4k X, 1,- X2 %3D m m 2k 2m Figure P12 k 2k m m. Figure P13 Figure P14 Problem 12 W- WWHE H

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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