Asked by Josh
Hi,
I've been having trouble with this physics problem. I'm not sure where to begin.
A brick with mass m1=2.5 kg can move without friction on a horizontal plane. The brick
is attached to a wall by an ideal spring with spring constant k=2300 N/m. A second brick
with mass m2=1.2 kg lies on top of the brick as shown in Fig. 4. The static coefficient of
friction between the bricks is µs=0.56.
a) Assuming that m2 does not slide on m1 calculate the period, T, of small angle
oscillations for this system.
b) Calculate the maximum amplitude of oscillation at which m2 can follow along
without beginning to slide on m1
Thanks in advance!
I've been having trouble with this physics problem. I'm not sure where to begin.
A brick with mass m1=2.5 kg can move without friction on a horizontal plane. The brick
is attached to a wall by an ideal spring with spring constant k=2300 N/m. A second brick
with mass m2=1.2 kg lies on top of the brick as shown in Fig. 4. The static coefficient of
friction between the bricks is µs=0.56.
a) Assuming that m2 does not slide on m1 calculate the period, T, of small angle
oscillations for this system.
b) Calculate the maximum amplitude of oscillation at which m2 can follow along
without beginning to slide on m1
Thanks in advance!
Answers
Answered by
Damon
see
http://www.jiskha.com/display.cgi?id=1480442177
http://www.jiskha.com/display.cgi?id=1480442177
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