Discusses the magnetic field induced by a moving charge and the vector potential of a magnetic field, along with Maxwell's equations and the Poisson equations.
Explores the application of Maxwell's equations to antennas, covering radiation, Poynting vector, potentials, source currents, diffraction, and wave polarization.
Explores the derivation of a potential function without knowing the charge distribution and its practical implications in analyzing electrostatic problems.
Explores the magnetic force on a current-carrying wire and the derivation of the magnetic field equation, emphasizing the importance of vector fields and unit vectors.
Explores Gaussian surfaces and electric fields in conductors, emphasizing the need for infinite relative permittivity to maintain a zero electric field.
Explores multipole expansion in electrostatics and magnetostatics, focusing on monopole, dipole, and higher-order moments, and their mathematical representations.
Explores the principles and applications of dielectrophoresis, covering topics such as DEP sorting, trapping devices, and live/dead cell differentiation.
