Calculate the damping constant for the oscillation using the data collected (only affected by air resistance which depends upon the cart velocity). Hint: Fit an exponential decay curve to your total energy graph to solve for b. The graphs of position and velocity should be very sinusoidal with very few (if any) rough spots. cart mass is 20
Calculate the damping constant for the oscillation using the data collected (only affected by air resistance which depends upon the cart velocity). Hint: Fit an exponential decay curve to your total energy graph to solve for b. The graphs of position and velocity should be very sinusoidal with very few (if any) rough spots. cart mass is 20
Related questions
Question
Calculate the damping constant for the oscillation using the data collected (only affected by air resistance which depends upon the cart velocity). Hint: Fit an exponential decay curve to your total energy graph to solve for b. The graphs of position and velocity should be very sinusoidal with very few (if any) rough spots. cart mass is 208.1 g over 20 seconds.
Transcribed Image Text:Page Help
Air Track Oscillations - Amplitude 1.cmbl
Logger Pro
File
Edit Experiment Data Analyze Insert Options
O ? 56% O
Mon 6:48 PM
Pege 1
No Device Connected
Latest
Auto Fit for: Latest | Position
Time
Position
Velocity
x-A'ain(Bi+C)+D
(s)
16.00
(m)
(m/s)
(m
A: 0.04666 + O.0001492
320
0.749
0.092 -1.
B: 5.874 +-0.0005714
0.75
321
16.05
0.753
0.029 -1.
C: 4.625 0.coonn4
322
16.10
0.753
-0.039 -1.
D:0.7106 0.0001067
323
16.15
0.749
-0.101 -1.
RMBE: 0.002113 m
324
16.20
0.742
-0.154 -0.
325
16.25
0.733
-0.194 -0.
326
16.30
0.722
-0.219 -0.
0.70
327
16.35
0.710
-0.230 -0.
Click to choose Y column
328
16.40
0.696
-0.222 0.:
329
16.45
0.687
-0.193 0.7
330
16.50
0.678
-0.148 0.f
331
16.55
0.672
-0.093 1.
10
15
20
332
16.60
0.669
-0.034 1.1
333
16.65
0.669
0.031 1.2
Time (s)
0.094 1.
0.150 0.
334
16.70
0.672
335
16.75
0.678
336
16.80
0.686
0.193 0.E
337
16.85
0.698
0.218 0.
AAA
338
16.90
0.710
0.227 0.0
0.2
339
16.95
0.722
0.219 -0.
340
17.00
0.732
0.195 -0.
341
17.05
0.742
0.153 -0.
342
17.10
0.748
0.097 -1.
0.0
242
1715
0750
Position m
-0.2
10
15
20
Time (s)
Velocity (m/s)
Expert Solution
This question has been solved!
Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.
This is a popular solution!
Trending now
This is a popular solution!
Step by step
Solved in 4 steps
