Hello sir, I am Yashvardhan. Can you provide me details regarding the MDU M.Sc. Physics syllabus of 1st semester?

As you have asked about the syllabus for MDU M.Sc. Physics 1st semester, check below for the information

Mathematical Physics:
Unit I
Vector spaces and Matrices
Definition of a linear vector space, Linear independence, basis and dimension, scalar
Product, Orthonormal basis, Gram-Schmidt Orthogonalization process, Linear operators,
Matrices, Orthogonal,Unitary and Hermitian matrices, Eigenvalues and eigenvectors of
matrices, Matrix diagonalization.

Unit II
Differential equations
Second order linear differential equation with variable coefficients, ordinary point,
singular point, series solution around an ordinary point, series solution around a regular
singular point; the method of Frobenius, Wronskian and getting a second solution, Solution
of Legendre's equation, Solution of Bessel's equation, Solution of Laguarre and Hermite's
equations.

Unit III
Special Functions
Definition of special functions, Generating functions for Bessel function of integral
order Jn(x) , Recurrence relations, Integral representation; Legendre polynomials Pn(x) ,
Generating functions for Pn(x) , Recurrence relations; Hermite Polynomials, Generating
functions, Rodrigue's formula for Hermite polynomials; Laguerre polynomials, Generating
function and Recurrence relations.

Unit IV
Integral Transforms
Integral transform, Laplace transform, some simple properties of
Laplace transforms such as first and second shifting property, Inverse Laplace Transform bypartial fractions method, Laplace transform of derivatives, Laplace Transform of integrals,Fourier series, Evaluation of coefficients of Fourier series Cosine and Sine series, FourierTransforms, Fourier sine Transforms, Fourier cosine Transforms


MDU Rohtak, M.Sc. Physics Syllabus







For more details, you can refer to the attached file

Attached Files

MDU Rohtak, M.Sc. Physics Syllabus.pdf (213.1 KB, 560 views)