Week 13: SPHERICAL POLAR COORDINATES
In this chapter we will leaen about Spherical coordinate and limited cases of Curvilinear Coordinates
1. are length
2. area element
3, expression for divergence
4. expession for gradient
5. expression for curl.
6. expression for jacobian.
7. expression for laplacian.
Course Material
- week 01 Chapter#01 Vector Algebra
- Week 02: Chapter # 02 SCALAR AND VECTOR PRODUCT
- Week 03 : Chapter#3 VECTOR CALCULUS
- Week 04: Chapter#04 GRADIENT DIVERGENCE AND CURL
- Week 05: PROBLEMS ON THE DIVERGENCE
- Week 06: CURL OF A VECTOR FUNCTION
- week 07: PROBLEMS ON THE CURL
- Week 08: CHAPTER #05 CURVILINEAR
- Week 09: Mid Term Exam
- Week 10: RECTANGULAR CARTESIAN COORDINATES
- Week 11: EXPRESSIONFOR ARC LENGHT, AREA AND VOLUME ELEMENTS IN RECTANGULAR CARTESIAN COORDINATES
- Week 12: POLAR CYLINDRICAL COORDINATE
- Week 13: SPHERICAL POLAR COORDINATES
- Week 14: INTRODUCTION OF TENSOR
- Week 15: MULTIPLICATION OF TENSORS
- Week 16: CHRISTOFFEL SYMBOLS AND RELATED SOME NUMERIAL
- Week 17: EXPRESSION FOR ARC LENGTH, AREA, AND VOLUME ELEMENTS IN ORTHOGONAL CURVILINEAR COORDINATES
- Week 18: Final Term Exam
- Chapters 18
- Department Physics
- Teacher
Ms. Nida Ibrar