Lectures related to Magnetic circuit

Covers Lenz's law, induced voltage, and electromagnetic circuits.

Covers strategies to optimize magnets for soft magnetic materials applications, including losses in AC applications and historical progress.

Covers DC currents, resistors, capacitors, Kirchhoff's laws, and electromotive force in electric circuits.

Covers the definition of scalar magnetic potential and related properties.

Explores energy storage in coils, magnetic fields, and capacitors, emphasizing the oscillation and decay of energy in circuits.

Explores magnetic circuits, inductances, and Maxwell's equations in the quasi-static regime, emphasizing Faraday's law and magnetic permeance.

Explains magnetic circuits, focusing on inductance and Maxwell's equations in electromechanical systems.

Covers magnetic fields, Ampère's law, and magnetic dipoles with examples and illustrations.

Explores the emission of electromagnetic waves, focusing on the role of alternating current in producing them using LC circuits.

Covers Ampère's Law, magnetic flux, continuity, and permeability in conducting materials.

Introduces the basics of electrical circuits, covering elements, laws, Ohm's law, and series/parallel connections.

Explores magnetic fields in current-carrying wires and solenoids using Biot-Savart and Ampere's laws.

Explores magnetic circuits, transformers, impedance calculations, and losses in transformer elements.

Introduces magnetic circuits, their equivalence to electrical circuits, and methods for analysis.

Explores the principles of eddy currents for crack detection and proximity sensing.

Explores the Drude model, magnetostatics, B-field circuits, force on current elements, material conductivity, torque, and applications of B-fields.

Explores demagnetization field in non-ellipsoidal bodies, comparing external and internal fields and discussing magnetic energy and shape anisotropy.

Explores magnetic energy calculation in saturation and introduces magnetic coenergy for force calculations.

Explores circuit analysis using Thevenin and Norton theorems to simplify complex circuits for analysis.

Covers fundamental concepts of magnetism, types of magnetism, and techniques for investigating magnetic structures at the nanoscale.