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__homework__RSM Wellesley __ Homework__. Explanation: Although a piston in a car engine is not by itself a harmonic oscillator, the crank con- necting it to the rotating crankshaft imposes the simple harmonic motion on the piston x ( t ) = x middle A cos( t ) (1) with the angular frequency equal to the angular velocity of the rotating crankshaft. To find out the amplitude for the piston at hand, consider the extreme ponts of the pistons motion: Ac- cording to Eq.

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*Homework*Math21a Fall 2014 HW 32 Solutions - * Homework* 32 Flux integral. Unformatted text preview:

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**Homework**Lecture 32 __ Homework__ #32 5.4.1, 5.4.2 – turn in 5.4.1 b, 5.4.2 a and. (1) WRT time, we find v ( t ) = d x dt =- A sin( t ) , (6) which ranges between A and- A .

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