Answered: Discuss the reflection of a wave on a…

Science

Physics

Discuss the reflection of a wave on a spring from a : (i) fixed boundary (ii) free boundary.

University Physics Volume 1

18th Edition

ISBN:9781938168277

Author:William Moebs, Samuel J. Ling, Jeff Sanny

Publisher:William Moebs, Samuel J. Ling, Jeff Sanny

Chapter17: Sound

Section: Chapter Questions

Problem 30P: Consider a sound wave moving through the air modeled with the equation...

See similar textbooks

Related questions

Q: Consider a road on which drivers obey the τ second rule of Traffic v(ρ) ={vmax, ρ < ρ1,…

A: The density is defined as the amount of mass per unit volume.

Q: For the wave y=10 sin⁡(4t/3) the frequency is 4/3 (True or False)

A: Given: A wave , y=10 sin(4t3)

Q: For numbers 4 to 6, consider A sinusoidal wave travels along a string. The time for a particular…

A: We have given Maximum amplitude of wave to 0 ist= 0.25 s

Q: Consider an infinitely long continuous string of linear mass density n with tension t. A spring…

Q: The locus of all particles in a medium, vibrating in the same phase is called O wavefront O wavelet…

A: Asked locus of particle vibrating in the same phase are defined as?

Q: A given rope is attached to the ceiling and is completely taut due to the weight of a block of mass…

Q: A babysitter is pushing a child on a swing. At the point where the swing reaches x , where would the…

Q: Make sketches (four of them) of the air displacement(represented graphically) in astanding wave tube…

Q: Treat analytically the formation of standing waves in infinite contimuous Medium.?

A: Standing waves :- Standing waves are formed due to superposition of two progressive waves(of same…

Q: Show that f(x, y) =(Aekx + Be−kx) (Ce2ky + De−2ky) is a solution of the wave equation…

A: f(x, y) =(Aekx + Be−kx) (Ce2ky + De−2ky) is a solution of the wave equation ∂2f/∂y2-4∂2f/∂x2=0 or…

Q: In Melde's experiment, when a stationary wave occurs, it turns out that the distance of 6…

Q: A 2.0 m long organ pipe which is open at both ends resonates at its fundamental frequency.…

Q: show that the wave function y=ln[b(v-xt)] is the solution of a wave function where b is constant

A: The linear wave equation in general,

Q: Consider a wave on a string with constant tension. If the frequency of the wave is doubled, by what…

Q: A 2-segment standing wave is formed in a string of length 1 m. If the period of the waves forming…

Q: A string of 1 m length clamped at both ends is plucked in the middle to generate a standing wave.…

A: Given that, The length of a string, l = 1 m The frequency of the first harmonic, f = 10 Hz The…

Q: When a mass M hangs from a vertical wire of length L, waves travel on this wire with a speed V.…

Q: Is the frequency of a simple periodic wave equal to the frequency of its source? Why or why not? B I…

A: The frequency is the property of the source only and it is independent of other things .

Q: A string of length L is fixed between two points. If a standing wave of 5 nodes is produced, what is…

Q: Which of the following is true about periodic and sinusoidal waves?

A: Option (2) is correct, i.e.- All sinusoidal waves are periodic, but not all periodic waves are…

Q: A wave travels at a constant speed alor string. Which of the following statemen FALSE about the…

A: A wave travels at a constant speed along a string.

Q: nowing the wavefunction |2,0 ) = sine -sin® alculate |2,1 )

A: f(x , t)= A SIN (KX - ωt) f(2, 0) = 6/7π SINθ A= 6/7π here x= 2 t=0

Q: Refraction Often part of the wave is transmitted. If the wave changes speed it will bend. This is…

A: If medium is changed, then speed of wave will change. And this will cause bending of path of light.…

Q: What are the four initial resonant frequencies of a closed tube 50 cm long?

A: Given: Length of the closed tube = 50 cm

Q: Consider a string fixed at both ends. The longest wavelength for standing waves on the string is O…

A: Let the length of string here be L

Q: Which of the following best describes the energy and motion of a particle when two waves interact?…

A: Correct Answer: Option (b) - The particle vibration moves in such a way so that the energy and…

Q: Does a baseball in flight possesses wave properties? If so, why?

A: Every matter body, which is moving can be associated with corresponding matter.

Q: Determine the instantaneous equation of the given waveform.

A: Given that,The amplitude of given waveform =40 V = Athe angle given ϕ=-80° (in -ve direction)

Q: Determine the intensity of the acceleration to bring the plane into a halt without overshooting…

Q: Establish the equation of harmonic wave travelling along the positive direcction of X-axis.

Q: A standing wave of n loops is formed by a vibrator on a taut string of length L=6 m. If the…

A: Given Length of the string is L=6 m Wavelength is λ=2 m Number of loops in the string is n We have…

Q: In the given wave function below, what is the position of the particle at x = 0.250 m at t = 0.300…

A: The wave function is given by : y(x,t) =( 0.500 m) Cos2π(x0.500 m - t0.400 s)

Q: Find the number of nodes and anti-nodes for the given standing waves formed on a stretched string.…

A: The node is positioned where particles of the medium vibrate with zero amplitude. The antinode is…

Q: A string is fixed on both sides. It is snapped from both ends at the same time by applying an equal…

A: To find the shape of the wave in the string

Q: A string with a linear density of 10 kg/m is stretched to a length of 1.1 meters and fastened at…

A: The tension on the string is 2000 N, the linear mass density of the string is 10 kg/m. The…

Q: In a simple harmonic oscillator equation of the constant of proportionality is given by (where x is…

Q: A string of length 60 cm is fixed at both ends. The string cannot be made to vibrate with a standing…

A: Given- l = 60 cm String is fixed at both the ends.

Q: Consider a wave described by the wave function (x,t) = 0.50m sin (m -1 x + 4 t + 10 %3D y 3 , find…

Q: Find the relation between the intensity and the corresponding energy density for a plane wave

A: We have to find the relation between the intensity and the corresponding energy density for a plane…

Q: Discuss the reflection of a wave on a string from a : (i) fixed boundary (ii) free boundary.

Q: Is the frequency of a simple periodic wave equal to thefrequency of its source? Why or why not?

A: Yes Frequency of simple periodic wave equal to the frequency of its source.

Q: when two waves meet, the forces on their particles are multiplied together. a. true b. false

A: In this question we discuss about what will happen when two waves meet .

Concept explainers

Equation of Waves

Wave is an oscillation or disturbance traveling in a medium. It performs the transportation of energy but does not carry any matter. This motion of waves will transport fuel in a medium without permanent transfer of mass (particle).

Question

Discuss the reflection of a wave on a spring from a : (i) fixed boundary (ii) free boundary.

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step 3

VIEW

Step by step

Solved in 3 steps with 2 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, physics and related others by exploring similar questions and additional content below.

Similar questions

Consider a sound wave moving through the air modeled with the equation s(x,t)=6.00nmcos(54.93m1x18.84103s1t) . What is the shortest time required for an air molecule to move between 3.00 nm and -3.00 nm?
True or False: An important consequence of the wave theory is that zero kinetic energy is not allowed.
Arrive at the wave function of a standing wave that results starting from a wave traveling to the left along the x-axis and its reflection traveling to it's right. Use a trigonometric relation to do so.
Discuss the reflection of a wave on a string from a : (i) fixed boundary (ii) free boundary.
A babysitter is pushing a child on a swing. At the point where the swing reaches x , where would the corresponding point on a wave of this motion be located?
2. Maxwell's equations relating the electric field E and the magnetic field H as they vary with time in a vacuum are given as follows: divE = 0 (1) divÅ (2) curlE (3) c ôt 1 DE curlH (4) с дё where c is the speed of light (pretty fast). (a) Using Maxwell's equations, show V × (V × Ē) (5) c2 Ət2 (b) Using Maxwell's equations, show (V . V)Ẻ = (6) c2 at2 * You may find vector operator identity 3.38 from your textbook helpful: V x (V × F) = V(V· F) – V²F. (7)
A simple periodic wave disturbance with an amplitude of 8 units. travels in a line of particle in the positive x direction. At a given instant, the displacement , y = 10 cm from the origin is 6 units and that of a particle 25cm from the origin is 4 units. (Both particles being in a positive displacement) calculate the wavelength and amplitude of the disturbance.
show that a function f=f(u), where w=x-vt, satisfies the wave equation:
A wave produced by the superposition of two harmonic waves is described by the equation y(x,t) = 5 cos(2 x - 2 t) sin(3 x - 8 t) where all quantities are in SI units. a) What is the phase velocity of the wave Number b) What is the group velocity of the wave Number c) Does the wave display normal or anomalous dispersion? O normal O anomalous
Anna, Bob, and Carlos are all in a very large but shallow swimming pool. Carlos is at the center of the pool and decides to hop up and down, generating outgoing ripples (which you can think of as circularly symmetric 2 dimensional waves over the surface of the water). Carlos completes one jump every 2 seconds. At Anna’s location, she measures the amplitude of the waves to be 0.08 m and measures the distance between peaks to be 8 m. At his location, Bob measures the amplitude as 0.04 m. a) Determine the wavelength, frequency f, and speed of the ripples. b) Anna notices that every time the ripples are peaked at her location, there are two more peaks between her and Carlos, and there is a trough at Carlos’s location. Determine the farthest possible and shortest possible distances between Anna and Bob. When Anna is at a peak, is Bob at a peak, a trough, or someplace in-between?
Given the following wave function: y (x, t) = (3.64 cm) cos (6.75x + -0.44t) Determine: -The amplitude-Angular frequency-The term-The frequency-Wavelength-Wave number-The direction you are traveling-How fast it travels-Maximum traverse speed-Maximum lateral acceleration-and (0.5, 2) =?
A simple periodic wave disturbance with an amplitude of 8 units, travels in a line of particle in the positive x direction. At a given instant, displacement of the particle 10 cm from the origin is 6 units and that of a particle 25cm from the origin is 4 units. Note: Both particles being in the positive displacement. Calculate wavelength and amplitude of the disturbance.