Therefore, physics takes mathematics as the language, and "mathematical physics method" is an important bridge between advanced mathematics and physics courses. The important task of this course is to teach students how to transform various physical problems into mathematical definite solutions.
And master many methods to solve definite solution problems, such as separation of variables, Fourier series, power series, integral transformation, conformal transformation, Green's function, electric image and so on.
The teaching content of this course mainly includes two parts: complex variable function and mathematical and physical equation. In the part of complex variable function, in addition to introducing the basic principle, the application of * * * yoke harmonic function, residue theorem, Fourier transform and Laplace transform is emphatically introduced.
Mathematical physical equations are the central content of this course. The study of various physical processes focuses on the establishment and solution of partial differential equations in mathematical physics.
The main reference books of this course are: Methods of Mathematical Physics edited by Professor Liang of Nanjing University (third edition) and Methods of Mathematical Physics edited by Yao Duanzheng and Liang Jiabao of Wuhan University.
Methods of Mathematical Physics edited by Guo Dunren, Lu Quankang and Wu Byron &; Fuller, Mathematics of Classical and Quantum Physics.
Introduction to Special Functions edited by Wang Zhuxi and Guo Dunren and Special Functions edited by Liu Shishi and Liu Shida.