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b) ( 5 points) Starting at x(t ) = ( 0)=0 , solve the dynamics for the sticking phase and when it stops ( x_(s)

b) ( 5 points) Starting at

x(t

)

=

(

0)=0

, solve the dynamics for the sticking phase and when it stops (

x_(s)

and

t_(s)

).\ c) (10 points) Solve the dynamics for the following sliding phase and calculate the maximum displacement and

{

(

:t_(m))

}.\ Hint: you will need similar trigonometric simplifications as in homework 1. You do not need to derive these aqain but clearly state what formula vou are using.

image text in transcribed
b) (5 points) Starting at x(t=0)=0, solve the dynamics for the sticking phase and when it stops ( xs and ts). c) (10 points) Solve the dynamics for the following sliding phase and calculate the maximum displacement ( xm and tm ). Hint: you will need similar trigonometric simplifications as in homework 1. You do not need to derive these aqain but clearly state what formula vou are usina

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