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Guidelines_English_Final
تحميل الدليل التدريبي

أسئلة شائعة


Mathematical Physics

1430-1431

Phys 501

2 hrs for 501

40 degrees  for med semesters

60 degrees for final exam

 

Contents

First order differential equations

Separation of variables

Homogeneous first order equation

Equation tends to homogeneous and separable

Exact equation

Solving exact equation

Integrating factor

First order linear differential equation

Bernoulli's equation

Equation tends to homogeneous and separable

First and higher order differential equations

Factoring the left member

Solving by using dependent variable X

Solving by using parametric equation

Solving by using independent variable Y

Eliminating independent variable

Dependent variable missing

independent variable missing

Second order linear differential equation

Linear homogeneous

General solution of a nonhomogeneous equation

Linear equation with constant  coefficient

Inverse differential equation

Variation of parameter

Cauchy equation (an euler-cauchy equation)    

 

References

1-P. K. Chattopadhyay ,Mathematical physics, New Age Publishers,1990

2-Donald H. Menzel, Mathematical Physics, Courier Dover
Publications

3- Hochstadt , The function of mathematical physics , wiley-interscience , N.Y(1971).

 

4- G.Stephenson , Mathematical Methods for science student , 2ndedition , Longman (1973).

5- V.S.Vladimirov , Generalized Functions in Mathematical physics , Mir . publishers Moscow (1979) .

6- CHVN WA Wong , Introduction to Mathematical physics, oxford university press (1991) .

7) B.D.Gupta , Mathematical physics , Vikas  Publishing House PVT. LTD (1978) .

 

 501 Descriptions and References

 

 

 
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