Ch2 Atomic Structure and Interatomic Bonding
Ch1 Introduction
Chapter6 Defect of Ceramics
Chapter 3-1 Structure of ceramics
2. Boundary-value problem
1. Series solution
第十一講 Laplace Equation
第十講 d'Alembert's Solution(1717~1783)
第九講 Separation of Variables 以膜振動為例
第八講 Separation of variables
第六講
第五講 Infinite X, no boundary condition
第二講 Boundary-conditioned problems(1D)
第一講 把方程式寫出來
第十三講 The cylindrical(20.3.2)
CH24 Taylor Series, Laurent Series, and the Residue Theorem
CH23 Couchy’s Theorem
CH21 Functional of a complex variable
11. Fourier transforms
10. Fourier series
9. Dirac delta functionδ(t)
8. Inverse LT
7. Laplace transform
6. Particular solutions
5. Complementary solutions
4. Why do we use Wronskian?
3. Second-order ODE
2. Euler's method
1. Linear 1st-order ODE
22. Solution of wave equation
21. Propagation of electric and magnetic fields
20. Eletromagnetics before Maxwell (before 1864)
19. Applications of emf and Faraday's law
18. Motional emf (動生電動勢Ch7-2,3)
17. Electrodynamics
16. Materials in a magnetic field
15. Magnetostatics
14. Uniqueness Theorem (Ch4-3)
13. Capacitance and capacitor (ch3-10)
12. Boundary conditions in electrostatics(Ch3-6, 3-9)
11. Dielectric strength and dielectric breakdown
10. Dielectric in an electrostatic field
9. Materials in an electrostatic field
8. Work and energy in electrostatics (Ch3-11)
7. Electric potential V(電位)
6. Gauss's law
5. Electrostatics(theory of static charges)
4. Vector identities(ch2-11)
3. Curl(旋度)
