Physics - Advanced E&M Vectors (English) Part 2

   Saturday, February 13, 2021   

Starting a new Lecture Notes Series on Physics - Advanced E&M Vectors

Youtube Lecture Playlist Credits 

Channel Name: Michel van Biezen

Faculty Name: Michel van Biezen Sir

So Let Us Start to This Journey of Learning
Physics - Advanced E&M Vectors
By Lecture Notes together!

Lecture Description of this above Topic:

Lecture 58: Volume Integral: Example 1

Lecture 59: Volume Integral of a Vector Field

Lecture 60: The Fundamental Theory of Calculus

Lecture 61: The Fundamental Theorem of Gradients

Lecture 62: The Fundamental Theorem of Gradients: Ex. 1

Lecture 63: The Fundamental Theorem of Gradients: Ex. 2

Lecture 64: Green's Theorem Explained

Lecture 65: Green's Theorem: Example Part 1

Lecture 66: Green's Theorem: Example Part 2

Lecture 67: Stoke's Theorem

Lecture 68: Stoke's Theorem: Example Part 1

Lecture 69: Stoke's Theorem: Example Part 2

Lecture 70: Integration by Parts

Lecture 71: Integration by Parts: Example

Lecture 72: Expanding Green's Theorem

Lecture 73: Spherical Coordinates

Lecture 74: Spherical Coordinates: phi-hat=?

Lecture 75: Spherical Coordinates: What is theta-hat?

Lecture 76: Area Element in Spherical Coordinates

Lecture 77: Surface Area of a Sphere

Lecture 78: Volume of a Sphere in Spherical Coordinates

Lecture 79: What is x-hat in Terms of r, theta, phi?

Lecture 80: y-hat=? in Terms of r, theta, phi

Lecture 81: z-hat=? in Terms of r, theta, phi

Lecture 82: Gradient in Spherical Coordinates

Lecture 83: Divergence in Spherical Coordinates

Lecture 84: Divergence Theorem (Spherical Coordinates)

Lecture 85: Divergence Theorem (DOESN'T WORK!?!?)

Lecture 86: Divergence: Example

Lecture 87: Laplacian in Spherical Coordinates

Lecture 88: Curl in Spherical Coordinates Ex. 1

Lecture 89: What is Curl in Spherical Coordinates Ex. 2

Lecture 90: Cylindrical Coordinates

Lecture 91: cylindrical coordinates

Lecture 92: Cylindrical Coordinates: Surface Integral

Lecture 93: Cylindrical Coordinates: Volume Integral

Lecture 94: Gradient in Cylindral Coordinates

Lecture 95: Divergence in Cylindral Coordinates

Lecture 96: Curl in Cylindral Coordinates

Lecture 97: Laplacian in Cylindral Coordinates

Lecture 98: What is the Dirac Delta Function? (1-D)

Lecture 99: The Dirac Delta Function Revisited

Lecture 100: Is The Dirac Delta Function Useless? But..

Lecture 101: The Dirac Delta Function is Useless? But..

Lecture 102: The Dirac Delta Function is NOT a Function

Lecture 103: Why do we NEED the Dirac Delta Function?

Lecture 104: The Divergence Theorem to the Rescue?

Lecture 105: Show that ...

Lecture 106: Evaluating Integrals with Dirac Delta Fct

Lecture 107: Show That ...

Lecture 108: What is the 3-D Dirac Delta Function?

Lecture 109: Why do we Need 3-D Dirac Delta Function?

Lecture 110: Dirac Delta Function in 3-Dimension: Ex.

Lecture 111: Dirac Delta Function for a Point Charge

Lecture 112: Integrate Dirac Delta Functions (Part 1)

Lecture 113: Integrate Dirac Delta Functions (Part 2)