Dive Deep Into Electrodynamics: Thoery And Problem-Solving
Published 1/2025
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 5.11 GB | Duration: 9h 22m
Published 1/2025
MP4 | Video: h264, 1920x1080 | Audio: AAC, 44.1 KHz
Language: English | Size: 5.11 GB | Duration: 9h 22m
Master Maxwell's equations with ease.
What you'll learn
Master the theoritical foundations of electrodynamics, including key laws and principles
Apply vector calculus to solve electromagnetic problems
Derive and analyze Maxwell's equations and their implications
Analyticakl skills for solving physics problems related to electrodynamics
Requirements
A solid understanding of calculus (differentiation and integration)
Familiarity with vector algebra (dot products, cross products, vector fields)
Basic concepts in classical mechanics (Newton's laws, work-energy principle)
Basic problem-solving techniques
Description
Are you ready to dive into the fascinating world of electrodynamics? Whether you're a physics enthusiast, a student preparing for exams, or an engineer looking to strengthen your knowledge, this course is designed for you! It will take you on a journey through vector calculus to Maxwell's equations.Dive into the core concepts of electrodynamics with a detailed exploration of vector calculus, electrostatics, magnetostatics, and Maxwell's equations. This course is designed to provide a strong theoretical foundation and practical problem-solving skills for students, engineers, and physics enthusiasts.Key Features of the Course:Vector Calculus :Gain gradient, divergence, and curl proficiency to build a solid mathematical foundation for understanding electromagnetic fields.Electrostatics:Explore electric charges, field lines, potential, Gauss's law, and their applications in static systems.Magnetostatics:Analyze magnetic fields, forces, and potentials in static systems using Ampere’s law and Biot-Savart's law.Maxwell’s Equations:Delve into the detailed derivation, physical interpretation, and applications of Maxwell’s equations, the cornerstone of electrodynamics. Clear and concise explanations of fundamental and advanced concepts.Problem-solving techniques with detailed, step-by-step solutions.Tests and exercises to reinforce understanding and mastery.Familiarity with basic calculus and introductory physics is recommendedEmbark on a journey to master electrodynamics and gain the skills to analyze and solve complex electromagnetic problems. Enroll now and take your understanding of the universe’s forces to the next level!
Overview
Section 1: Introduction
Lecture 1 Introduction
Section 2: Vector Calculus
Lecture 2 Spherical Coordinates
Lecture 3 Exercise : 1
Lecture 4 Solution : 1
Lecture 5 Gradient
Lecture 6 Exercise : 2
Lecture 7 Solution : 2
Lecture 8 Divergence
Lecture 9 Exercise : 3
Lecture 10 Solution : 3
Lecture 11 Curl
Lecture 12 Exercise : 4
Lecture 13 Solution : 4
Lecture 14 Vector Projection
Lecture 15 Exercise : 5
Lecture 16 Solution : 5
Lecture 17 Scalar Product
Lecture 18 Exercise : 6
Lecture 19 Solution : 6
Lecture 20 Vector Product
Lecture 21 Exercise : 7
Lecture 22 Solution : 7
Lecture 23 Line Integral
Lecture 24 Exercise : 8
Lecture 25 Solution : 8
Lecture 26 Surface Integral
Lecture 27 Exercise : 9
Lecture 28 Solution : 9
Lecture 29 Cylindrical Coordinates
Lecture 30 Exercise : 10
Lecture 31 Solution : 10
Lecture 32 Dirac Delta Function
Lecture 33 Exercise : 11
Lecture 34 Solution : 11
Lecture 35 The Fundamental Theorem of Calculus
Lecture 36 Exercise : 12
Lecture 37 Solution : 12
Lecture 38 The Fundamental Theorem for Gradients
Lecture 39 Exercise : 13
Lecture 40 Solution : 13
Lecture 41 The Fundamental Theorem for Divergences
Lecture 42 Exercise : 14
Lecture 43 Solution : 14
Lecture 44 The Fundamental Theorem for Curls
Lecture 45 Exercise : 15
Lecture 46 Solution : 15
Lecture 47 Test 1 : Vector Calculus
Section 3: Electrostatics
Lecture 48 Electri Field
Lecture 49 Exercise : 16
Lecture 50 Solution : 16
Lecture 51 Coulomb's Law
Lecture 52 Exercise : 17
Lecture 53 Solution : 17
Lecture 54 Gauss's Law
Lecture 55 Exercise : 18
Lecture 56 Solution : 18
Lecture 57 Electric Potential
Lecture 58 Exercise : 19
Lecture 59 Solution : 19
Lecture 60 Boundary Conditions
Lecture 61 Exercise : 20
Lecture 62 Solution : 20
Lecture 63 Work and Energy in Electrostatics
Lecture 64 Exercise : 21
Lecture 65 Solution : 21
Lecture 66 Conductors
Lecture 67 Exercise : 22
Lecture 68 Solution : 22
Lecture 69 Capacitors
Lecture 70 Exercise : 23
Lecture 71 Solution : 23
Lecture 72 Test 2 : Electrostatics
Section 4: Magnetostatics
Lecture 73 Magnetic Field
Lecture 74 Exercise : 24
Lecture 75 Solution : 24
Lecture 76 Magnetic Force
Lecture 77 Exercise : 25
Lecture 78 Solution : 25
Lecture 79 Currents
Lecture 80 Exercise : 26
Lecture 81 Solution : 26
Lecture 82 The Biot-Savart Law
Lecture 83 Exercise : 27
Lecture 84 Solution : 27
Lecture 85 Ampere's Law
Lecture 86 Exercise : 28
Lecture 87 Solution : 28
Lecture 88 Magnetic Vector Potential
Lecture 89 Exercise : 29
Lecture 90 Solution : 29
Lecture 91 Test 3 : Magnetostatics
Section 5: Electrodynamics
Lecture 92 Ohm's Law
Lecture 93 Exercise : 30
Lecture 94 Solution : 30
Lecture 95 Electromotive Force
Lecture 96 Exercise : 31
Lecture 97 Solution : 31
Lecture 98 Faraday's Law
Lecture 99 Exercise : 32
Lecture 100 Solution : 32
Lecture 101 Maxwell's Correction of Ampere's Law
Lecture 102 Exercise : 33
Lecture 103 Solution : 33
Lecture 104 Maxwell's Equations
Lecture 105 Exercise : 34
Lecture 106 Solution : 34
Lecture 107 Test 4 : Electrodynamics
Section 6: Further Studies
Lecture 108 External resourrces to learn electrodynamics further
This course is designed for students with background in introductory physics and calculus. You should be comfortable with basic concepts like electric fields, magnetic fields, and fundamental vector operations.,This course is for anayone who wants to explore the fascinating world of electrodynamics, whether you're a student, an engineer, or a curious learner.,Ideal for undergraduate physics or engineering students who want to deepen thier understanding of electromagnetism.