A system of diatomic chain with a different mass of Ml (lightest), and M2 (heaviest). If an interaction between these atoms with the same force constant C, Find the displacement ratio between the two atoms at the beginning of the optical branch. What is the conclusion from this result?

A system of diatomic chain with a different mass of Ml (lightest), and M2 (heaviest). If an interaction between these atoms with the same force constant C, Find the displacement ratio between the two atoms at the beginning of the optical branch. What is the conclusion from this result?

University Physics Volume 3

17th Edition

ISBN:9781938168185

Author:William Moebs, Jeff Sanny

Publisher:William Moebs, Jeff Sanny

Chapter4: Diffraction

Section: Chapter Questions

Problem 5CQ: In our study of diffraction by a single slit, we assume that the length of the slit is much larger...

See similar textbooks

Related questions

Q: A wavefunction can be written as A cos x + B sin x. It can also be written as Ceix + De-ix. Express…

Q: From the differentials of thermodynamic potentials: av dF = -SdT – PdV dG = -SdT + VdP dH = TdS +…

Q: Qffor the Wave fanetions (Ø and 4t and oferator A, the reduced formof integration Jø*A^Ydx= Choose…

Q: Obtain relations for the characteristic lengths of a large plane wall of thickness 2L, a very long…

Q: Theoretically, you expect to find for this vector sum of the three weight forces in static…

A: At equilibrium, net force acting on a object is zero. FNet=0 F1→+ F2→+F3→ =0 (1) Triangular law of…

Q: Explain the concept of reciprocal lattic. Derive the Bragg's condition in terms of the reciprocal…

A: In this question we have to explain the concept of reciprocal lattice.

Q: The divergence and curl of the function f(r, 0, q) = (r* sec 0)e, is ...... (4r^(3 ) sece)er ( [4r)…

Q: Considen A eylindnleal Condue tor of padius a, but with a hole (or eavity) or pa dtus b bored…

Q: The charge of the condenser Q(t) = ,1(t)dt is the rate of change of the current other words, I = dQ…

A: The question can be easily solved by applying the basic concept of Laplace transformation

Q: In the Potentiometer experiment, in order to obtain the linear relation in the calibration the…

A: Required : The correct option for the potentiometer experiment to obtain a linear relation between V…

Q: In terms of the length of an air column, what is the longest standing wavelength that can exist in…

A: Let the length of the air column be L Case (a) closed at one end It means the wave has a node at…

Q: Find by the Lagrange multiplier method the largest value of the product of three positive numbers if…

A: Let the three numbers be x, y and z Hence,

Q: Find out the energy Eigenvalue and Eigen function of a particle in a onedimensional box havingthe…

Q: Show that ψ2 and ψ3 for the one-dimensional particle in a box are orthogonal.

Q: a) Use the energies and eigenstates for this case to determine the time evolution psi(t) of the…

A: Given- The Hamiltonian of aspin in a constant magnetic field BH^=αSy^

Q: Find out the normalization constant for a wave function (x, t) = Ae-lwt sin ,0<xSL %3D

Q: Find the the Gradient of (f(Zy-3))

Q: Find the frequeeny of omall oscillatica for falmaing systen. K m

Q: O Doaw the 2D lattice ishich can be d kimad by dofined by paimitiue vecto s a,= (2,0)a in cartesian…

A: As per the answering guidelines, we will be answering the first three sub-parts. In case answer to…

Q: What is the case of equal sides of the two-dimensional case called?

A: ISOSCELES TRIANGLE A triangle that has two equal side and is the smallest closed geometric figure…

Q: Consider a System of N' partices. with masses. located ai Cartsian Coordinies upon by facces…

Q: Te = lg(+)° dr (12.1-10) Coherence Time [see (A.2-8) and note that g(0) = 1]. EXERCISE 12.1-1…

A: We have to verify that the given expression for the complex degree of temporal coherence are…

Q: Q. brackets in detail. using prove the properties of poissons the toilowing relation

A: The angular momentum L of an object in rotational motion is defined in terms of position vector r…

Q: Q# 04: Find Laplace transform of the function 2 Sint

A: The function is of the form tn f(t) where, n=2

Q: Find the Fourier transform g(@) of the function f (t) below: TO TO -

Q: The intensity of coherent scattering is proportional to the square of the mass of the scattering…

A: Given: A statement related to the intensity of Coherent scattering and asked to state true or false.

Q: A system of particles its reduced mass is given by u moves in a central force F(r). (a) low, find…

Q: Find the poisson brackets [F,G] for the functions: F = q1 +q2p{ and G = q +2p3

A: given: F=q1+q2p12G=q22+2p22

Q: If the current in the Helmholtz coils were 1.6 A, rather than 1 A, and the accelerating voltage were…

A: Given, Current=1.6A Acceleating voltage=100V

Q: that the covariant derivate satisfies prove leibniz's rule

Q: where g is the acceleration due to gravity, p is the fluid density, a is the thermal ex- pansion…

Q: U sing the rules of B olo gnese algebra Demoreken's theorem, s implify the following Booleah ex…

Q: Show that the power law relationship P(Q) = kQr, for Q > 0 and r # 0, has an inverse that is also…

A: Given: The expression is given as,

Q: The normalization condition for a wavefunction Ψ(x, t) is given by � ∞ −∞ Ψ∗(x, t)Ψ(x, t)dx = 1.…

A: We have a wave function ψ(x,t) which satisfies the Schrodinger wave function given by H^ψ=Eψ where H…

Q: Examine the wave function below. Suppose there is a point that goes from y = 2 mm to y = 6 mm. How…

Q: Let a⪯b⪯c⪯da⪯b⪯c⪯d be the variable ordering. ϕ=ϕ= a&b&d&!c|a&c&d|d&!b&!c|!d β=β= a&b&c|!c a) Convert…

A: To get the Shannon normal form (commonly called if-then-else Normal Form INF), apply the Shannon…

Q: Question is attached

A: To determine: Wave function for which the product ∆x∆px is much greater than h4π

Q: N2 In the grand-canonical ensemble, show that (8N2) = kBTBT, where BT is the isothermal…

A: A vast canonical ensemble (also known as a macrocanonical ensemble) is a statistical ensemble used…

Q: Derive the Maxwell's relations ƏT as, V %3D (se V - ), %3D ƏT.

A: Maxwell Relations F=F(x,y) and if it is perfect differential then dF=Mdx+Ndywhere M=∂F∂xy and…

Concept explainers

Interference of Light

The word "constructive" signifies addition in interference. Constructive interference occurs when the path of the waves that start from the slit differs by 1 entire wavelength or in the intervals of the same. Hence, the waves that are presented on the screen are in phase (crest to crest/trough to trough). The waves interfering constructively forms bright fringes on the screen.

Question

I need the answer as soon as possible

Q3/
A system of diatomic chain with a different mass of M1 (lightest), and M2 (heaviest). If an
interaction between these atoms with the same force constant C, Find the displacement ratio between
the two atoms at the beginning of the optical branch. What is the conclusion from this result?

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

Step 2

Step 3

Step 4

Step 5

Step 6

Step 7

Step by step

Solved in 7 steps with 7 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

When X-rays of wavelength lambada = 0.20nm are re-flected off the face of a crystal, a Bragg maximum is observed at a glancing angle theta= 17.5 degrees of with sufficient intensity that it is judged to be first order.(a)What is the spacing d of the planes that are paral-lel to the face in question? (b)What are the glancing angles of all higher order maxima?
) Consider a crystal consisting of m + 1 lattice planes of spacing d, of total thickness t = md, being set for diffraction as depicted in Fig. 2. At the incidence angle ӨB, Braggs law is satisfied. Explain the phenomenon through which the angles Ө1 and Ө2 are the limiting angles at which the diffracted intensity falls to zero.
A resonator is formed by a convex mirror of radius R1=-1 m and a concave mirror of radius R2=1.5 m. What is the maximum possible mirror separation if this is to remain a stable resonator?
Find the approximate solid angle for a source-detector arrangement whereby a 5-cm diameterdetector is placed 30-cm from a point source which emits gammas isotropically. Formally, onewould find a solid angle by integrating sinθ dθ dφ over appropriate θ and φ limits given by thesize of the detector at the given distance from the source. However, a good approximation is touse the ratio of the detector area to the surface area of a sphere at the detector distance to findthe fraction of 4-pi which the detector covers
An X-ray scattering experiment is performed on a crystal whose atoms form planes separated by 0.440 nm. Using an X-ray source of wavelength 0.548 nm, what is the angle (with respect to the planes in question) at which the experimenter needs to illuminate the crystal in order to observe a first-order maximum?
The structure of the NaCl crystal forms reflecting planes 0.541 nm apart. What is the smallest angle, measured from these planes, at which X-ray diffraction can be observed, if X-rays of wavelength 0.085 nm are used?
Prove that the angles of polarization (θp, θ'p) for internal and external reflection on the separating surface to meet the mean complement each other, i.e. their sum = 90 °
Show that in Young's experiment the distance between successive maxima and minima are equal.
Calculate the angle of refraction at the core/cladding interface. Since, nair =1, ncore = 1.47, ncladding = 1.45, incident = 30o
Discuss the difference in step index and graded index optical fibers? How transit time loss is minimized in graded index optical fibers?
what is the conditions for a laser to be totally lunched into the fiber optic.
The coorect answer should have variable m in it