Solution Found!
Answer: Interference of Rectangular Pulses. Figure E15.35
Chapter 15, Problem 35E(choose chapter or problem)
Interference of Rectangular Pulses. Figure E15.35 shows two rectangular wave pulses on a stretched string traveling toward each other. Each pulse is traveling with a speed of 1.00 mm/s and has the height and width shown in the figure. If the leading edges of the pulses are 8.00 mm apart at \(t=0\), sketch the shape of the string at and \(t=4.00\) s, \(\(t=6.00\)) s, \(\(t=10.0\)\) s.
Equation Transcription:
Text Transcription:
mm/s
t=0
t=4.00
t=6.00
t=10.0
v=1.00 m/s
v=1.00 m/s
Questions & Answers
QUESTION:
Interference of Rectangular Pulses. Figure E15.35 shows two rectangular wave pulses on a stretched string traveling toward each other. Each pulse is traveling with a speed of 1.00 mm/s and has the height and width shown in the figure. If the leading edges of the pulses are 8.00 mm apart at \(t=0\), sketch the shape of the string at and \(t=4.00\) s, \(\(t=6.00\)) s, \(\(t=10.0\)\) s.
Equation Transcription:
Text Transcription:
mm/s
t=0
t=4.00
t=6.00
t=10.0
v=1.00 m/s
v=1.00 m/s
ANSWER:
Solution 35E
Step 1
Identify:
Apply the principle of superposition to the given rectangular wave pulses.
Set up:
The net displacement is the algebraic sum of the displacements due to each pulse.