Question

What is the difference between a traveling wave and a standing wave? Why do standing waves...

What is the difference between a traveling wave and a standing wave? Why do standing waves have normal modes? What's an example of a standing wave on a string. Give an example of a standing wave in a air column?

Homework Answers

Answer #1

please upvote thank you

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
What is the difference between a standing wave in a string and a progressive wave within...
What is the difference between a standing wave in a string and a progressive wave within a string? a) in a standing wave the location of maximums and minimums along the string is constant in time. b) in a progressive wave the velocity of the wave changes with time. c) in a standing wave the wavelength is constant, whereas in a progressive wave it is not d) a standing wave is only created by having an external motor moving the...
a) What are nodes and antinodes for a standing wave? b) How is the distance between...
a) What are nodes and antinodes for a standing wave? b) How is the distance between nodes related to the wavelength of a standing wave? c) How do standing waves look for a string? d) A pipe that is open at both ends? e) A pipe that is closed at one end and open at the other? please type your responses.
Standing waves on a 1.5-meter long string that is fixed at both ends are seen at...
Standing waves on a 1.5-meter long string that is fixed at both ends are seen at successive (that is, modes m and m + 1) frequencies of 38 Hz and 42 Hz respectively. The tension in the string is 720 N. What is the fundamental frequency of the standing wave? Hint: recall that every harmonic frequency of a standing wave is a multiple of the fundamental frequency. What is the speed of the wave in the string? What is the...
The following two traveling waves are superposed to create a standing wave: phi1 = (2.7 cm)sin((1.45...
The following two traveling waves are superposed to create a standing wave: phi1 = (2.7 cm)sin((1.45 cm^-1)x - (9.7 s^-1)t) phi2 = (2.7 cm)sin((1.45 cm^-1)x + (9.7 s^-1)t) a) what is the resulting amplitude of the standing wave? b) what is the resulting wavelength of the standing wave? c) what is the resulting angular frequency of the standing wave?
Two waves traveling in opposite directions on a stretched rope interfere to give the standing wave...
Two waves traveling in opposite directions on a stretched rope interfere to give the standing wave described by the following wave function: y(x,t) = 4 sin⁡(2πx) cos⁡(120πt), where, y is in centimetres, x is in meters, and t is in seconds. The rope is two meters long, L = 2 m, and is fixed at both ends. In terms of the oscillation period, T, at which of the following times would all elements on the string have a zero vertical...
Two waves traveling on a string in the same direction both have a frequency of 269...
Two waves traveling on a string in the same direction both have a frequency of 269 Hz, a wavelength of 0.29 m, and an amplitude of 0.44 m. What is the amplitude of the resultant wave if the original waves differ in phase by π/3 rad? Tries 0/10 What is the phase difference between the two waves if the amplitude of the resultant wave is 0.22 m?
Consider a loop in the standing wave created by two waves (amplitude 5.86 mm and frequency...
Consider a loop in the standing wave created by two waves (amplitude 5.86 mm and frequency 113 Hz) traveling in opposite directions along a string with length 2.89 m and mass 129 g and under tension 44.0 N. At what rate does energy enter the loop from (a) each side and (b) both sides? (c) What is the maximum kinetic energy of the string in the loop during its oscillation?
Consider a loop in the standing wave created by two waves (amplitude 5.58 mm and frequency...
Consider a loop in the standing wave created by two waves (amplitude 5.58 mm and frequency 115 Hz) traveling in opposite directions along a string with length 3.98 m and mass 145 g and under tension 42.4 N. At what rate does energy enter the loop from (a) each side and (b) both sides? (c) What is the maximum kinetic energy of the string in the loop during its oscillation?
In a traveling electromagnetic wave, the electric field is represented mathematically as E = E0 sin[(1.3...
In a traveling electromagnetic wave, the electric field is represented mathematically as E = E0 sin[(1.3 × 1010 s-1)t - (4.7 × 101 m-1)x] where E0 is the maximum field strength. (a) What is the frequency of the wave? (b) This wave and the wave that results from its reflection can form a standing wave, in a way similar to that in which standing waves can arise on a string (see Section 17.5). What is the separation between adjacent nodes...
Transverse waves traveling along a string have the following properties. Amplitude of the wave = 2.30...
Transverse waves traveling along a string have the following properties. Amplitude of the wave = 2.30 mm Wavelength of the wave = 0.128 m Speed of the wave = 328 m/s a) Determine the time for a particle of the string to move through a total distance of 1.50 km. in s b) If the string is held under a tension of 982 N, determine its linear density. in g/m
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT