formula 2.9 (***-") (q + N – 1)! q! (N – 1)! N(N, q) =
Q: Problem 1: Fermi temperature of the sun At the center of the sun, the temperature is approximately…
A:
Q: Calculate the total thermal energy in a gram of lead at room temperature, assuming that none of the…
A: Solution in this question they asked to calculate the total thermal energy in the gram of lead at…
Q: Suppose you roll two six-sided dice. Let the macrostate S of the two dice be the sum of their top…
A: Here the macro state is the sample space containing element in which the sum of top faces of the two…
Q: Section 1.3 Space Lattices Determine the number of atoms per unit cell in a (a) face-centered cubic,…
A: The three types of crystal structure are face centered cubic, body centered cubic and diamond…
Q: the The neutrons in a neutron star (Chapter 44 in textbook) can be treated as a Fermi gas with…
A:
Q: constant = 1. If 1 × 1015 boron atoms per cm³ are uniformly added to silicon (diamond structure,…
A: To determine the percentage of silicon atoms displaced in the crystal lattice by boron atoms, we…
Q: Fundamental Concepts: In the two-dimensional crystal in figure 1.13, find (a) the Bravais lattice…
A:
Q: track with a speed of vA = 5 ft/s , determine the normal reaction on the block when it reaches point…
A: Given as, vA=5 ft/sy=132x2H=8 ft
Q: J J 1.5kg of solid Hibernium is at a temperature of 5°C. Hibernium has a melting point of 60°C, its…
A:
Q: One mole of Gold (Au) atom has a mass of 197 g. We know that the density of gold is 19.30 g/cm3 in…
A:
Q: Consider an isolated carbon atom being held in its equilibrium lattice site position by the mutual…
A: Atomic mass of carbon is M= 12.011 g / mole. Mass of one atom is m = 12.011/6.023* 10^23 m = 1.99*…
Q: Starting from Ax 10- and decreasing, the error from the finite difference approximation will…
A:
For an Einstein solid with each of the following values of Nand q, list all of the possible microstates, count them, and verify formula 2.9.
N = 3, q = 5
![formula 2.9
(***-")
(q + N – 1)!
q! (N – 1)!
N(N, q) =](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6422995b-3d59-4671-9a18-df51783fd952%2Fd235ee2a-e151-4f4d-97e0-fd34d565e484%2Fb09o9f6_processed.png&w=3840&q=75)
![](/static/compass_v2/shared-icons/check-mark.png)
Trending now
This is a popular solution!
Step by step
Solved in 3 steps with 7 images
![Blurred answer](/static/compass_v2/solution-images/blurred-answer.jpg)
- I'm still having trouble understanding what this would mean in terms of accuracy and percision though. Would a relative error value of -30% mean that the exeriment is acurate and percise? or no?. Pure titanium has two allotropic forms: β-Ti (high temperature) and α-Ti (low temperature). For equilibrium heating conditions, the low-temperature αphase transforms to the high-temperature β phase at 883 °C (1156K),a) Calculate the critical radius r* and the activation free energy ΔG* for a body-centered cubic beta phase nucleus in a superheated alpha titanium matrix at 1165 K. Assume a spherical nucleus (homogeneous nucleation), ΔGv(1165 K) = - 0.095 J/m3, and σsl = γ = 0.2 J/m2 .b) Given your answer in part (a), explain why nucleation of the β phase is unlikely to occur if you heat the titanium to 1165 K. What can you do to make nucleation more likely to occur?A Kt and a Cl- ion are separated by a distance of 0.52 nm. Find the coulomb component of the binding energy at that distance. Give your answer in eV. Make sure to include the approriate sign. A positive binding energy would be the ions are unbound and a negative binding energy means they are bound. Round your answer to 2 decimal places. Add your answer
- Given: The BCC crystal structure Required: Determine the relationship between the atomic radius, R, and the unit cell width, a. Determine the APF for the BCC crystal.For this problem, we want to estimate the answer, so our assumptions may be a little unrealistic. Suppose we want to estimate how much air we need to send to a space station, assuming we cannot recycle air. Suppose four astronauts are in a spherical space station. If each of them typically breathes about 500 cm³of air with each breathe, and take 15 breathes per minute (average resting value): a. What is the volume of air you would need in the space station if these four astronauts stayed for a full year? b. If the density of air is 1.25 kg/m³ and it costs (thanks to SpaceX) a mere $100/kg to send objects to the space station, how much money would the astronaut air supply cost?Ex 4.11 Consider silicon at T = 300 K. Calculate the thermal-equilibrium electron and hole concentrations for impurity concentrations of (a) Na = 4 X 1016 cm, Na = 8 X 1015 cm-3 and (b) Na = Na = 3 X 1015 cm-3.
- Teacher told me "Did you try to take partial derivatives and check that your answer is correct? By taking partial derivatives it doesn't look correct."6.3-1 Maximum Retardation in Quartz. Quartz is a positive uniaxial crystal with ne = 1.553 and no = 1.544. (a) Determine the retardation per mm at λ = 633 nm when the crystal is oriented such that retardation is maximized. (b) At what thickness(es) does the crystal act as a quarter-wave retarder?A K* and a CI- ion are separated by 0.52 nm. Find the Coulomb component of the binding energy at that distance. Give your answer in electron-volts. (Please include the appropriate sign.) A positive binding energy would mean the ions are unbound and a negative binding energy means they are bound. Note: For this homework problem, round your answer to 2 decimal places.