Classical Electrodynamics by J. D. Jackson
Classical Electrodynamics by J. D. Jackson, available at $19.99, has an average rating of 5, with 75 lectures, based on 3 reviews, and has 26 subscribers.
You will learn about Master classical electromagnetism: electrostatics, magnetostatics, and waves Understand electromagnetism in special relativity Build solid math skills for advanced physics and engineering Enhance problem-solving abilities with rigorous exercises Students will learn advanced concepts and techniques related to boundary value problems This course is ideal for individuals who are Graduate students pursuing degrees in physics, engineering, or related fields It is particularly useful for Graduate students pursuing degrees in physics, engineering, or related fields.
Enroll now: Classical Electrodynamics by J. D. Jackson
Summary
Title: Classical Electrodynamics by J. D. Jackson
Price: $19.99
Average Rating: 5
Number of Lectures: 75
Number of Published Lectures: 75
Number of Curriculum Items: 75
Number of Published Curriculum Objects: 75
Original Price: $19.99
Quality Status: approved
Status: Live
What You Will Learn
- Master classical electromagnetism: electrostatics, magnetostatics, and waves
- Understand electromagnetism in special relativity
- Build solid math skills for advanced physics and engineering
- Enhance problem-solving abilities with rigorous exercises
- Students will learn advanced concepts and techniques related to boundary value problems
Who Should Attend
- Graduate students pursuing degrees in physics, engineering, or related fields
Target Audiences
- Graduate students pursuing degrees in physics, engineering, or related fields
Classical Electrodynamics: Exploring the Fundamentals by J.D. Jackson” is an all-encompassing course that invites you to embark on a captivating voyage through the intricate world of electromagnetic theory. Whether you’re a student, a physics enthusiast, or a researcher, this course will empower you to grasp the timeless principles of classical electrodynamics, as masterfully articulated in J.D. Jackson’s celebrated textbook. This course is designed to be your roadmap to comprehending the fascinating realm of classical electrodynamics, laying a solid foundation for your understanding of this profound branch of physics. From the fundamental concepts that underpin the behavior of electric and magnetic fields to the elegant equations formulated by James Clerk Maxwell, this course delves into the heart of the subject. Explore the propagation of electromagnetic waves, understand the intricacies of electrostatics and magnetostatics, and grasp the interactions between electromagnetic fields and matter. Uncover the generation and propagation of electromagnetic radiation, including its applications in various fields. Furthermore, this course seamlessly integrates the principles of classical electrodynamics with Einstein’s theory of special relativity, offering a holistic understanding of the subject. You’ll be exposed to real-world applications, bridging the gap between theory and practice. Throughout your learning journey, you’ll encounter challenging exercises and problem-solving opportunities, ensuring you gain hands-on experience in tackling complex electromagnetic problems. By the conclusion of this course, you’ll have a profound appreciation for the elegance and power of classical electrodynamics, equipping you with the knowledge and skills to explore advanced topics in physics and engineering. Join us on this intellectual adventure, guided by J.D. Jackson’s expertise, and unlock the secrets of electromagnetic phenomena. Enroll today and set off on a quest to unravel one of the most beautiful and foundational theories in the realm of physics, gaining insights that will resonate throughout your academic and professional pursuits.
Course Curriculum
Chapter 1: Review of Maxwell's Equations
Lecture 1: L1.1 Review of Maxwell's equations: electric charge, Coulomb's law
Lecture 2: L1.2 Review of Maxwell's equations: electrostatics, Gauss's law
Lecture 3: L1.3 Review of Maxwell's equations: electrostatics, divergence and curl of E
Lecture 4: L2.1 Review of Maxwell's equations: magnetostatics, Lorentz force
Lecture 5: L2.2 Review of Maxwell's equations: Magnetostatics, the continuity equation
Lecture 6: L2.3 Review of Maxwell's equations: Amperes law, Poisson and Laplace equations
Lecture 7: L3.1 Review of Maxwell's equations: Maxwell's equations in materials
Lecture 8: L3.2 Review of Maxwell's equations: Free and bound charges
Lecture 9: L3.3 Review of Maxwell's equations: Polarization and electric displacement
Lecture 10: L4.1 Review of Maxwell's equations: electric field vs electric displacement
Lecture 11: L4.2 Review of Maxwell's equations: Faraday's law and electromagnetic induction
Lecture 12: L4.3 Review of Maxwell's equations: magnetic field B and H
Lecture 13: L4.4 Review of Maxwell's equations: Maxwell's correction to the Ampere's law
Lecture 14: L4.5 Review of Maxwell's equations: Maxwell's correction to the Ampere's law
Chapter 2: Chapter 01 Introduction to Electrostatics
Lecture 1: L5.1 Electrostatics: Coulomb's law and Dirac delta function
Lecture 2: L5.2 Electrostatics: Coulomb's law and Dirac delta function
Lecture 3: L5.3 Electrostatics: Coulomb's law and Dirac delta function
Lecture 4: L6.1 Electrostatics: Gauss's law and electric potential
Lecture 5: L6.2 Electrostatics: Gauss's law and electric potential
Lecture 6: L6.3 Electrostatics: Gauss's law and electric potential
Lecture 7: L7.1 Electrostatics: Poisson's and Laplace equations
Lecture 8: L7.2 Electrostatics: Poisson's and Laplace equations
Lecture 9: L7.3 Electrostatics: Poisson's and Laplace equations
Lecture 10: L7.4 Electrostatics: Poisson's and Laplace equations
Lecture 11: L8.1 Electrostatics: Green's theorem, Dirichlet and Neumann boundary conditions
Lecture 12: L8.2 Electrostatics: Green's theorem, Dirichlet and Neumann boundary conditions
Lecture 13: L8.3 Electrostatics: Green's theorem, Dirichlet and Neumann boundary conditions
Chapter 3: Chapter 02 Boundary Value Problems in Electrostatics: I
Lecture 1: L9.1 Point charge in the presence of a grounded conducting sphere
Lecture 2: L9.2 Point charge in the presence of a grounded conducting sphere
Lecture 3: L9.3 Point charge in the presence of a grounded conducting sphere
Lecture 4: L10.1 Point charge in the presence of a grounded conducting sphere
Lecture 5: L10.2 Point charge in the presence of a grounded conducting sphere
Lecture 6: L10.3 Point charge in the presence of a grounded conducting sphere
Lecture 7: L10.4 Point charge in the presence of a grounded conducting sphere
Lecture 8: L11.1 Point charge in the presence of a charged, insulated conducting sphere
Lecture 9: L11.2 Point charge in the presence of a charged, insulated conducting sphere
Lecture 10: L11.3 Point charge in the presence of a charged, insulated conducting sphere
Lecture 11: L12.1 Conducting sphere in a uniform electric field
Lecture 12: L12.2 Conducting sphere in a uniform electric field
Lecture 13: L12.3 Conducting sphere in a uniform electric field
Lecture 14: L13.1 Greens function construction from images
Lecture 15: L13.2 Greens function construction from images
Lecture 16: L14.1 Conducting sphere with hemispheres at different potentials
Lecture 17: L14.2 Conducting sphere with hemispheres at different potentials
Lecture 18: L14.3 Conducting sphere with hemispheres at different potentials
Lecture 19: L15.1 Conducting sphere with hemispheres at different potentials
Lecture 20: L15.2 Conducting sphere with hemispheres at different potentials
Lecture 21: L15.3 Conducting sphere with hemispheres at different potentials
Lecture 22: L15.4 Conducting sphere with hemispheres at different potentials
Lecture 23: L16.1 Conducting sphere with hemispheres at different potentials
Lecture 24: L16.2 Conducting sphere with hemispheres at different potentials
Lecture 25: L16.3 Conducting sphere with hemispheres at different potentials
Chapter 4: Chapter 03 Boundary Value Problems in Electrostatics: II
Lecture 1: L17.1 Laplace equation in spherical polar coordinates
Lecture 2: L17.2 Laplace equation in spherical polar coordinates
Lecture 3: L17.3 Laplace equation in spherical polar coordinates
Lecture 4: L17.4 Laplace equation in spherical polar coordinates
Lecture 5: L17.5 Laplace equation in spherical polar coordinates
Lecture 6: L18.1 Laplace equation in spherical polar coordinates
Lecture 7: L18.2 Laplace equation in spherical polar coordinates
Lecture 8: L19.1 Solution to Laplace equation in spherical coords – separation of variables
Lecture 9: L19.2 Solution to Laplace eq. in spherical coords – Legendre differential eq
Lecture 10: L19.3 Solution to Laplace eq. in spherical coords – recursion relation
Lecture 11: L19.4 Solution to Laplace eq in spherical coordinates – Legendre polynomial
Lecture 12: L20.1 Laplace eq. in spherical coordinates – properties of Legendre polynomials
Lecture 13: L20.2 Laplace eq. in spherical coordinates – properties of Legendre polynomials
Lecture 14: L21.1 Laplace eq. in spherical coordinates – properties of Legendre polynomials
Lecture 15: L21.2 Laplace eq. in spherical coordinates – properties of Legendre polynomials
Lecture 16: L22.1 Laplace equation with azimuthal symmetry
Lecture 17: L22.2 Laplace equation with azimuthal symmetry
Lecture 18: L23.1 Laplace equation with azimuthal symmetry
Lecture 19: L23.2 Laplace equation with azimuthal symmetry
Lecture 20: L24.1 Laplace equation with azimuthal symmetry: example
Lecture 21: L24.2 Associated Legendre equation / function
Lecture 22: L25.1 Orthogonality of associated Legendre equation
Lecture 23: L25.2 Orthogonality of associated Legendre equation
Instructors
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Dr. Shahid Ali Yousafzai
Physics Tutor
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- 5 stars: 3 votes
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