In case of 4 distinguishable particles, the probability of occurrence of the macrostate (3, 1) will be:
Q: 1. The potential energy of a system of two atoms is given by the A relation ( E = В ) a stable…
A:
Q: 0oin he Coefficient of Coefficient A tronsmission T for the potential st reftechion R cnd Step…
A: The potential step barrier is given by:
Q: The probability p; of occupying an available state j is: Pj 9je-BEj Z where g; is the degeneracy of…
A: Step 1:The probability of occupying states i and k, respectively…
Q: Estimate the relative probabilities of various velocities. Pick a small interval ∆vx = 0.002vx rms.…
A: Given: Small interval dvx=0.002vxrms . It is known that the probability g(vx )dvx that the…
Q: For 3D the partition function will be Z3D Z³ = exp{-(hu) KBT hw 1- exp{- KBT which is the partition…
A: Since for single particle the partition function is given.
Q: he energy band diagram for for
A: 1 N-type (E_c) 2 ________________ 3 | | | 4 | |…
Q: 1000 molecules are bouncing between wells separated by enthalpy gaps H1= 1 ·10-20 J and H2 = 2…
A:
Q: Consider a 100 ǺGaAs/AlGaAs quantum well where the electron effectivemass is 0.067m0. There are 2 x…
A: Given: 100A° GaAs/AlGaAs quantum well. The effective mass of an electron is, m*=0.067m0. Electron in…
Q: Calculate the effective density of states for electrons and holes and intrinsic carrier…
A:
Q: if we have to generate light of (v = 4.74 10 Hz) wavelength at temperature(300K) from the system of…
A: Given:- frequency v = 4.74 10 Hz T = 300 deg K
Q: What is the expression for the change in Gibbs Free Energy as a function of critical magnetic…
A: We know that the expression for the Gibbs free energy is given by, G=U-TS-HM For magnetic system.…
Q: For agiven thermopile with having8 series connected typer thermocouples If the cold junction…
A: Answer..
Q: The fermi distributions is: F (E, T) = F(E EF,0)=- exp 1 (B-Ex) BT +1 [Select] [Select] 1 1/2…
A: We know that Fermi distribution function is probability of finding electron in energy state E at…
Q: (b) What is the variational energy for the optimized trial function? Compare this energy to the…
A:
Q: Suppose we are in the NPT ensemble, and that the entropy S = S(L) depends on the length of a…
A: Given: We are in the NPT ensemble The entropy S = S(L) depends on the length of a…
Q: Compute the thermodynamics of the spin 1 paramagnet in the presence of a field H. Since this is spin…
A:
Q: If the electrons are distributed in a "quantum-wire" geometry, that is, an ideal- ized…
A:
Q: In exponential function, why numbers between 0 and 1 is undefined, considering that the base is…
A:
Q: For an ideal gas of classical non- interacting atoms in thermal equilibrium, the Cartesian component…
A:
Q: A one-dimensional classical harmonic oscillator with a translational total energy E = 1 / 2m (p**2)…
A: First find the energy of harmonic oscillator and go for number of micro states and finally find the…
Q: - Consider a system of two identical partleles three energy occupying any levels of A, B and OCC…
A: Solution: Let A, B, and C are levels with energies E, 2E, and 3E respectively. Level A is doubly…
Q: Four bones of eqyual 3) sizes are to distinquishable particles Find the probability of macyostate…
A: i) The most probable state is (3, 4, 1) when one particle moves from left to right, and probability…
Q: Calculate the mean-free (or average) time between collisions for electrons (in the conduction band;…
A: The expression for the mean free time between the collisions for electrons isτ=m*μqτ- mean free…
Q: Consider energy levels given by four levels 0, E, 2€, 3€. Demonstrate the occupied states, total…
A: Given: Energy levels by four levels, 0,E,2€,3€. To determine: The occupied states, total energies,…
Q: Show with the Rankine-Hugoniot conditions that the change in specific enthalpy is given by: ∆h = (p2…
A:
Q: Assuming that the conduction electrons in a cube of a metal on edge 1cm behave as a free quantized…
A: We are given a cube of metal. We are given its edge length. We are also given that the electrons are…
Q: Consider a discrete random variable X with 2n+1 symbols xi, i = 1, 2, …, 2n+1. Determine the upper…
A:
Q: In the canonical ensemble, we control the variables T, p, and N, and the fundamental function is the…
A: Solution: In the canonical ensemble, we control the variables T, p, and N, and the fundamental…
Q: Its for ideal gases derived from quantum mechanics. W
A:
Q: The relaxation time τ is nearly independent of applied E field whereas it changes significantly with…
A: Relaxation time is the time interval between two successive collisions of the electrons.
Q: tropy H(X | Y ) in terms of the joint distribution and associated conditional probabilit
A: Let us consider p(x, y) to be the joint probability distribution of the two random variables X and Y…
Q: Let A, be a system of four spin ½ particles with moments µ (or s.) all aligned with a magnetic field…
A: Given: The number of spin 1/2 particles in the system A1 is n1 = 4 The total energy of the system A1…
Q: The probability density function of the discrete random variable X is given as follows. px (0) = 4c,…
A: Here px (0) = 4c, px(1) = 3c, px(2) = 2c, px(3) = c
Q: Problem 1: Consider a classical ideal gas in three dimensions, with N indistinguishable atoms…
A: Consider a classical ideal gas in three dimensions, with N indistinguishable atoms confined in a box…
Q: When you have the following state (picture bellow). What would be the formula to calculate the…
A:
Q: (b) For Silicon at room temperature (300 K) the intrinsic carrier concentration is n=1 x 10¹0…
A: Given that,Intrinsic carrier concentration at 300K are ni=1×1010/cm3Forbidden gap energy (Eg) =…
Step by step
Solved in 2 steps
