Lectures related to Electromagnetic stress–energy tensor

Covers stress components, tensor transformation, and invariants in continuum mechanics.

Explores retarded potentials, electromagnetic energy, and conservation of energy in electromagnetism.

Explores the theory of images, equivalence principle, conductors, duality, and uniqueness in electromagnetism with practical examples.

Explains the Maxwell tensor's components, properties, role in electromagnetism, and application in physics.

Explores the application of the Maxwell tensor in force of attraction examples.

Covers the calculation of induction, force of attraction, actuators, electromechanical systems, and mutual couple calculation.

Covers the calculation of forces in electromechanical systems using the Maxwell tensor.

Explores reflection and transmission Fresnel coefficients in electromagnetism.

Covers various methods for calculating forces in electromechanical systems, emphasizing the importance of understanding the magnetic field.

Covers the transformation properties of vector fields and their representation in Lorentz tensors.

Covers the deformation of plates in pure bending, total strain energy, and applications like wrinkling.

Explores stress tensor symmetry through angular momentum balance in continua, covering topics like energy conservation and constitutive laws.

Explores the significance of mastering Maxwell's equations in modern technologies through a Q&A session on dielectrics and electric fields.

Introduces actuators, sensors integration, historical developments, innovative technologies, and the origins of magnetism and electricity.

Explores the energy-momentum tensor in the context of Maxwell's equations and Lorentz force.

Explores electromagnetic properties, refractive index, negative refraction, and the concept of a perfect lens for high-resolution imaging.

Covers Maxwell's equations, unit systems, Fourier transform, and charge conservation with exercises on wave equations and dispersion relations.

Covers the topic of conformal transformations, including translations, dilations, rotations, and the conformal algebra.

Summarizes EM chapters, emphasizing wave description, reflection laws, and light intensity calculations.

Explores semiclassical atom-radiation interactions, transition probabilities, Rabi oscillations, and spontaneous emission.