An engine drives a machine. The torque equations is given below. The momentof inertia of the rotating components are 54kgm². The average speed of thesystem is 300 rpm.Tmachine= 1500+ 318.310 € (0 → π,π → 2π) and repeatTengine= 2000 + 500 sin0Calculate:1.Draw the crank effort diagram and show the values of all the relevant points.(2.5048 Rad)2.The percentage velocity variation over the cycle. (0J, 0%)3.The maximum instantaneous acceleration(-29.726 rad/s2)

Write the given data with suitable variables: I=54 kg-m2N=300 rpmθperiodθp=2π

An engine drives a machine. The torque equations is given below. The moment of inertia of the rotating components are 54kgm². The average speed of the system is 300 rpm. T machine = 1500+ 318.310 € (0 → π,л→ 2л) and repeat = 2000 + 500 sino Ten engine Calculate: 1.Draw the crank effort diagram and show the values of all the relevant points. (2.5048 Rad) 2. The percentage velocity variation over the cycle. (0J, 0%)

An engine drives a machine. The torque equations is given below. The moment of inertia of the rotating components are 54kgm². The average speed of the system is 300 rpm. T machine = 1500+ 318.310 € (0 → π,л→ 2л) and repeat = 2000 + 500 sino Ten engine Calculate: 1.Draw the crank effort diagram and show the values of all the relevant points. (2.5048 Rad) 2. The percentage velocity variation over the cycle. (0J, 0%)

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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