Quantum Mechanics _I The fundamentals by S.Rajasekar and R.Velusamy.

 Quantum Mechanics _I 

  The fundamentals by S.Rajasekar and R.Velusamy.


Contents

Chapter_1
Why was Quantum Mechanics developed?
Chapter_2
Schrödinger Equation and Wave Function
Chapter_3
Operator's,Eigenvalues and Eigenfunctions
Chapter_4
Exactly Solvable Systems I: Bound states
Chapter_5
Exactly Solvable Systems II: Scattering States
Chapter_6
Matrix Mechanics
Chapter_7
Various Pictures and Density Matrix
Chapter_8 
Heisenberg Uncertainty Principle
Chapter_9
Momentum Representation
Chapter_10
Wave Packets
Chapter_11
Theory of Angular Momentum
Chapter_12
Hydrogen Atoms
Chapter_13
Approximation Method I: Time independent Perturbation theory 
Chapter_14
Approximation Method II: Time dependent Perturbation theory 
Chapter_15
Approximation Method III: WkB and Asymptotic Methods
Chapter_16
Approximation Method IV: Variational Approach
Chapter_17
Scattering Theory
Chapter_18
Identical Particles
Chapter_19
Relativistic Quantum Theory
Chapter_20
Mysteries in Quantum Mechanics
Chapter_21
Numerical Methods for Quantum Mechanics
Appendixes

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Electricity and magnetism Bsc 1st year

 Electricity and magnetism

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Matlab 3rd Edition by William J.Palm

 Matlab 3rd Edition by William J.Palm


Contents of All chapter's 👇

Chapter One

1.1–1 Volume of a circular cylinder
1.6–1 Piston motion

Chapter Two
2.3–1 Vectors and displacement
2.3–2 Aortic pressure model
2.3–3 Transportation route analysis
2.3–4 Current and power dissipation in
resistors
2.3–5 A batch distillation process
2.4–1 Miles traveled
2.4–2 Height versus velocity
2.4–3 Manufacturing cost analysis
2.4–4 Product cost analysis
2.5–1 Earthquake-resistant building design
2.6–1 An environmental database
2.7–1 A student database

Chapter Three
3.2–1 Optimization of an irrigation channel

Chapter Four
4.3–1 Height and speed of a projectile
4.5–1 Series calculation with a for loop
4.5–2 Plotting with a for loop
4.5–3 Data sorting
4.5–4 Flight of an instrumented rocket
4.6–1 Series calculation with a while loop
4.6–2 Growth of a bank account
4.6–3 Time to reach a specified height
4.7–1 Using the switch structure for calendar
calculations
4.9–1 A college enrollment model: Part I
4.9–2 A college enrollment model: Part II

Chapter Five
5.2–1 Plotting orbits

Chapter Six
6.1–1 Temperature dynamics
6.1–2 Hydraulic resistance
6.2–1 Estimation of traf c ow
6.2–2 Modeling bacteria growth
6.2–3 Breaking strength and alloy 
composition
6.2–4 Response of a biomedical instrument

Chapter Seven
7.1–1 Breaking strength of thread
7.2–1 Mean and standard deviation of heights
7.2–2 Estimation of height distribution
7.3–1 Statistical analysis and manufacturing
tolerances

Chapter Eight 
8.1–1 The matrix inverse method
8.2–1 Left division method with three
unknowns
8.2–2 Calculations of cable tension
8.2–3 An electric resistance network
8.2–4 Ethanol production
8.3–1 An underdetermined set with three
equations and three unknowns
8.3–2 A statically indeterminate problem
8.3–3 Three equations in three unknowns,
continued
8.3–4 Production planning
8.3–5 Traf c engineering
8.4–1 The least-squares method
8.4–2 An overdetermined set

Chapter Nine
9.1–1 Velocity from an accelerometer
9.1–2 Evaluation of Fresnel’s cosine integral
9.1–3 Double integral over a nonrectangular
region
9.3–1 Response of an RC circuit
9.3–2 Liquid height in a spherical tank
9.4–1 A nonlinear pendulum model
9.5–1 Trapezoidal pro le for a dc motor

Chapter Ten
10.2–1 Simulink solution of y=10Sint
10.2–2 Exporting to the MATLAB workspace
10.2–3 Simulink model for y=-10+f(t)
10.3–1 Simulink model of a two-mass
suspension system
10.4–1 Simulink model of a rocket-propelled
sled
10.4–2 Model of a relay-controlled motor
10.5–1 Response with a dead zone
10.6–1 Model of a nonlinear pendulum

Chapter Eleven
11.3–1 Intersection of two circles
11.3–2 Positioning a robot arm
11.5–1 Topping the Green Monster

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The Feynamn Lectures on Physics Volume l,Volume ll and Volume lll PDFs

 The Feynamn Lectures on Physics Volume l,Volume ll and Volume lll PDFs here 

Richard P. Feynman was born in New York City on the 11th May 1918. He studied at the Massachusetts Institute of Technology where he obtained his B.Sc. in 1939 and at Princeton University where he obtained his Ph.D. in 1942. He was Research Assistant at Princeton (1940-1941), Professor of Theoretical Physics at Cornell University (1945-1950), Visiting Professor and thereafter appointed Professor of Theoretical Physics at the California Institute of Technology (1950-1959). 




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Richard Feynman holds the following awards: Albert Einstein Award (1954, Princeton); Einstein Award (Albert Einstein Award College of Medicine); Lawrence Award (1962).


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Mathematica functional and procedural programming

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Quantum Mechanics _I The fundamentals by S.Rajasekar and R.Velusamy.

 Quantum Mechanics _I    The fundamentals by S.Rajasekar and R.Velusamy. Contents Chapter_1 Why was Quantum Mechanics developed? Chapter_2 S...