Physics Books Gallery

Here, you`ll find some of the best Physics book available on the market that are worth purchasing.

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Physics Reference (physics-ref.blogspot.com) is a blog intended to help everyone by sharing topics regarding Physics and other related topics for educational and entertainment purposes. The information posted will cover different levels of studies related to the field of Physics (University, A-Level, O-Level, ...)

Since the physics subject is claimed to be among the among difficult academic subjects around the world, the different posts will be mostly in the forms of explanations, notes, worked solutions (of past exam papers, ...). Doubts from visitors are also accepted and will be cleared (as far as possible).

Students (and any other visitors) are highly encouraged the use the materials provided intelligently so that they may develop themselves intellectually with the proper skills. Visitors may also discuss the different physics topics among themselves through the comment box available (comments are moderated) and share the links to the posts of the blog with others.

It is hoped that this blog will be proved to be beneficial to the visitors, not detrimental to them.







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والحمد لله الذي بنعمته تتم الصالحات

ِAnd all praise is due to Allah alone, the One with Whose blessings and grace all good deeds can be completed

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Physics 9702 (A-Level) Notes & Worked Solutions for Past Exam Papers may be found here.

A-Level to MCAT guide



Electromagnetism

1. Langevin`s Equations for Magnetization in Classical Fluid
2. Magnetization in fluid in Quantum Mechanical Case  
3. Magnetic field (B-field) is always tangential to the surface of a Superconductor (Superconductor)
4. Plane Harmonic Wave equations in Harmonic Isotropic Linear Stationary (HILS) medium
5. Expression for Conductivity of ionized gas (plasma) at low pressure (Plasma)
6. Clausius Mossotti Equation | Static relative Permittivity | Polarization of Dielectric Materials (Dielectric)

Mathematics

• Complex Analysis
1. Complex Analysis: #1 Complex Numbers
2. Complex Analysis: #2 Analytic Functions
3. Complex Analysis: #3 Path Integrals  
4. Complex Analysis: #4 Cauchy`s Theorem (simplest version)
5. Complex Analysis: #5 Cauchy`s Integral Formula  
6. Complex Analysis: #6 Power Series
7. Complex Analysis: #7 Some Standard Theorems of Complex Analysis  
8. Complex Analysis: #8 Zeros of Analytic Functions
9. Complex Analysis: #9 Simple Consequences  
10. Complex Analysis: #10 Analytic Continuation
11. Complex Analysis: #11 The Monodromy Theorem  
12. Complex Analysis: #12 Index of a Point with Respect to a Closed Path
13. Complex Analysis: #13 Weierstrass`s Convergence Theorem  
14. Complex Analysis: #14 Isolated Singularities
15. Complex Analysis: #15 The Laurent Series  
16. Complex Analysis: #16 The Calculus of Residues
17. Complex Analysis: #17 Residues Around the Point at "Infinity"  
18. Complex Analysis: #18 Integrating across a Pole
19. Complex Analysis: #19 Integrating Out From a Pole  
20. Complex Analysis: #20 Symmetric Real Functions
21. Complex Analysis: #21 Logarithmic Derivative  
22. Complex Analysis: #22 Montel`s Theorem
23. Complex Analysis: #23 Infinite Products  
24. Complex Analysis: #24 Infinite Products of Functions
25. Complex Analysis: #25 Some Infinite Products  
26. Complex Analysis: #26 Gamma Function I
27. Complex Analysis: #27 Gamma Function II  
28. Complex Analysis: #28 Stirling`s Formula
29. Complex Analysis: #29 Order of Entire Function  
30. Complex Analysis: #30 Jensen`s Formula
31. Complex Analysis: #31 Functions of Finite Order with Zeros  

• Linear Algebra
1. Linear Algebra: #1 Introduction
2. Linear Algebra: #2 Basic Definitions
3. Linear Algebra: #3 Subspaces  
4. Linear Algebra: #4 Linear Independence and Dimension
5. Linear Algebra: #5 Linear Mappings  
6. Linear Algebra: #6 Linear Mappings and Matrices
7. Linear Algebra: #7 Matrix Transformations  
8. Linear Algebra: #8 Systems of Linear Equations
9. Linear Algebra: #9 Invertible Matrices  
10. Linear Algebra: #10 Similar Matrices; Changing Bases
11. Linear Algebra: #11 Eigenvalues, Eigenspaces, Matrices which can be Diagonalized  
12. Linear Algebra: #12 Elementary Matrices
13. Linear Algebra: #13 Determinant  
14. Linear Algebra: #14 Leibniz Formula
15. Linear Algebra: #15 Why is the Determinant Important?  
16. Linear Algebra: #16 Complex Numbers
17. Linear Algebra: #17 Scalar Products, Norms, etc.  
18. Linear Algebra: #18 Orthogonal Bases
19. Linear Algebra: #19 "Classical Groups" often seen in Physics  
20. Linear Algebra: #20 Characterizing Orthogonal, Unitary, and Hermitian Matrices
21. Linear Algebra: #21 Which Matrices can be Diagonalized?  
22. Linear Algebra: #22 Dual Spaces