DISCUSSION
Of
RESULTS
And
CONCLUSIO
N
Name: Villanueva, Geryl Mikka M.
UNIFORMLY
ACCELERATED MOTION
2
Section: Q3A2
Group: 6
Date Performed: Aug. 23, 2016
Instructor:Ms. Grace Sanchez Date Submitted: Aug. 26,
2016
Discussion of Results
Guide Questions for
Indian Institute of Technology Guwahati
Department of Physics
Mid Semester Examination
Statistical Mechanics: PH404
Date: 2nd March 2016
Full Marks: 30
Time: 2 hours
Answer the following four questions:
1. Surfactant molecules such as those in soap or sha
INDIAN INSTITUTE OF TECHNOLOGY GUWAHATI
Department of Physics
Statistical Mechanics: PH704
Problem set-II
1. Consider a monatomic ideal gas of N molecules confined in a volume V having total
energy E in thermodynamic equilibrium. Calculate the number of m
INDIAN INSTITUTE OF TECHNOLOGY GUWAHATI
Department of Physics
MID SEMESTER EXAMINATION
Statistical Mechanics: PH704 Solution
1. There are two possible point defects in the crystal structure, Schottky and Frenkel
defects. In Schottky defect, the atoms are
Master TPA-M1
Statistical Mechanics
Problem set 5: Fermi-Dirac statistics
Ex.1 The 3d ideal fermion gas
Consider a 3d gas of N fermions in the thermodynamic limit.
a) Obtain the relationship between the grand potential J and the energy E of the gas. Deriv
1
INDIAN INSTITUTE OF TECHNOLOGY GUWAHATI
DEPARTMENT OF PHYSICS
Mid Semester Examination
PH443:MC Methods and Applications
26th February 2014
Full Marks: 30
Time: 2 hours
Answer the following five questions:
1. (a) Starting from dE = T dS P dV , show that
Master TPA-M1
2013-2014
Statistical Mechanics
Problem set 4: The Grand Canonical Ensemble
Ex.1. Fluctuation of the number of particles
Prove the following relationship:
N
N
2
kT
N
T ,V
Ex.2. The monatomic ideal gas.
Let us consider a monatomic ideal gas i
INDIAN INSTITUTE OF TECHNOLOGY GUWAHATI
Department of Physics
Statistical Mechanics: PH404
Tutorial-III
1. Calculate the number of accessible microscopic states of a system of two localized and
independent quantum oscillators, with fundamental frequencies
INDIAN INSTITUTE OF TECHNOLOGY GUWAHATI
Department of Physics
Statistical Mechanics: PH704
Problem set-III
1. Consider a quantum particle with total angular momentum J = 1. Consider a basis
corresponding to the three eigenvectors of the z-component of ang
INDIAN INSTITUTE OF TECHNOLOGY GUWAHATI
Department of Physics
Statistical Mechanics: PH704
Problem set-IV
1. A condensible vapor has a molar entropy
h
s = s0 + R ln C(v b)(u + a/v)5/2
i
where c and s0 are constants and u is the internal energy per mole. (
Chapter 6
Many Particle Systems
c
2009
by Harvey Gould and Jan Tobochnik
1 August 2009
We apply the general formalism of statistical mechanics to systems of many particles and discuss the
semiclassical limit of the partition function, the equipartition th