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Ordinary Differential Equations: Mathematical Tools for Physicists


Ordinary Differential Equations: Mathematical Tools for Physicists
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Beschreibung

1. Ordinary Differential Equations: Theory and Practice.

2. The Runge-Kutta approximation: Linear Ordinary Differential Equation

3. Bernouilli Equation: Ordinary Differential Equation

4. Clairaut Equation: Ordinary Differential Equation

5. Lagrange Equation: Ordinary Differential Equation

6. Euler Equation: Ordinary Differential Equation

7. Method of Undetermined Coefficients: Linear Ordinary Differential Equation

8. Exact and Inexact  Differential Equations

9. Factorable Differential Equations

10. Order Reduction of Differential Equations

11. Under-Damped Anharmonic Motion

12. Critically Damped Anharmonic Motion

13. Over Damped Anharmonic Motion

14. Electric Current  and Charge transfer in finite and infinite arrays of Resistors

15. Electric Current and Charge transfer in finite and infinite arrays of Inductors

16. Electric Current and Charge transfer in finite and infinite arrays of Capacitors

17. Finite and Infinite arrays of Conductors, Inductors and Capacitors

18. Frobenius Solution

19. Bessels Equations

20. Numerical Solution 

Eigenschaften

Breite: 162
Gewicht: 826 g
Höhe: 241
Länge: 30
Seiten: 408
Sprachen: Englisch
Autor: Raza Tahir-Kheli

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