Solve the integration for the analytical solution problem. Vehicle Model: Analytical SolutiontWForagF-Tract NfrictdvΣεF = mam. = Ftract FFrict - FdragdtFFrict1NμμmgFarag = pCaAv²dvmdt= FT-μŔmg -PCDAV²dvm= a - bv²dtIf we neglect Ftract - FFrict, we will have:dvdtm- = -bv²Then you can solve the integration:dvm =-bf dt (do it by yourself)v(t) = fv (vo, t)Vehicle Model: Analytical SolutiontwIf we neglect Ftract - FFrict, we will have:mdv= -bv²dtThen you can solve the integration:=-bf dt (do it by yourself)-FDragmTract N frict1. To analyze the traveling distance (assume initial position is xo):dxdt· = v(t) = fv (vo, t)(do integration by yourself)x(t) = fx (x,t)2. When will the car stop: v(t) = f (vo,t) = 0

Answered: Image /qna-images/answer/417d6643-b43c-46dc-89aa-2cf758579b4a.jpg

Vehicle Model: Analytical Solution tw -FDrag FTract N F frict dv Σε F = ma m Ftract FFrict - Fdrag dt FFrict HN μmg 1 Farag = PCaAv² 1 FT - HRmg - PCDAv² dv m = dt dv m =a- bv² dt If we neglect Ftract - FFrict, we will have: dv dt m = -bv² Then you can solve the integration: mf-bf dt (do it by yourself) v(t) = fv (vo,t)

Vehicle Model: Analytical Solution tw -FDrag FTract N F frict dv Σε F = ma m Ftract FFrict - Fdrag dt FFrict HN μmg 1 Farag = PCaAv² 1 FT - HRmg - PCDAv² dv m = dt dv m =a- bv² dt If we neglect Ftract - FFrict, we will have: dv dt m = -bv² Then you can solve the integration: mf-bf dt (do it by yourself) v(t) = fv (vo,t)

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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