An automobile is modeled as shown in Figure below. Derive the equations of motion, build the Siulink-diagram, and simulate the system for the given numerical values. F1 and F2 are to be chosen suitably to represent the road conditions. - Mass = M, mass moment of inertia JG %3D F2 2 11 m m2 C1 JG= 3443.05; k2= 26530; k2= 26530; k1= 190000; k1= 190000; m1 = 140.14; m2=87.15; M=1795; C1= 1200; c2=1100; l1=1.32; l2= 1.46;

An automobile is modeled as shown in Figure below. Derive the equations of motion, build the Siulink-diagram, and simulate the system for the given numerical values. F1 and F2 are to be chosen suitably to represent the road conditions. - Mass = M, mass moment of inertia JG %3D F2 2 11 m m2 C1 JG= 3443.05; k2= 26530; k2= 26530; k1= 190000; k1= 190000; m1 = 140.14; m2=87.15; M=1795; C1= 1200; c2=1100; l1=1.32; l2= 1.46;

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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