1. The position versus time graph for a spring-mass system is plotted below. Remember to use radians when determining w. a) amplitude = b) period T = c) frequency f =
1. The position versus time graph for a spring-mass system is plotted below. Remember to use radians when determining w. a) amplitude = b) period T = c) frequency f =
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Position vs time for a simple harmonic oscillator help!
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12 on nd
1. The position versus time graph for a spring-mass system is plotted below.
Remember to use radians when determining w.
a) amplitude =
b) period T =
c) frequency f =
d) angular velocity, w =,
e) Write the equation for x(t): x(t) =
f) Calculate the position of the mass after 3.2 s.
modon.
40
20
X (cm)
> t (s)
10
1.2
14
1.6
-20
- 40
2. The pendulum shown moves in simple harmonic motion, returning to point P once
every 0.80 s. The distance from P to Q is 16.0 cm. Determine:
a) amplitude =
'777777T/
b) frequency f =
c) Write the equation for x(t): x(t) =
d) Calculate the position of the bob after 1.9 s.
e) Graph the motion.
10
+ t (s)
X (am)
1.0
|1.4
|1.6
2
14
1.8
1.2
10
91
-5
- 10"
Transcribed Image Text:9-8 Position versus Time for a Simple Harmonic Oscillator
12 on nd
1. The position versus time graph for a spring-mass system is plotted below.
Remember to use radians when determining w.
a) amplitude =
b) period T =
c) frequency f =
d) angular velocity, w =,
e) Write the equation for x(t): x(t) =
f) Calculate the position of the mass after 3.2 s.
modon.
40
20
X (cm)
> t (s)
10
1.2
14
1.6
-20
- 40
2. The pendulum shown moves in simple harmonic motion, returning to point P once
every 0.80 s. The distance from P to Q is 16.0 cm. Determine:
a) amplitude =
'777777T/
b) frequency f =
c) Write the equation for x(t): x(t) =
d) Calculate the position of the bob after 1.9 s.
e) Graph the motion.
10
+ t (s)
X (am)
1.0
|1.4
|1.6
2
14
1.8
1.2
10
91
-5
- 10
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