- Electrostatics
- Columb’s law
- Electric Flux density & Electric field intensity
- Magnetic Flux density &Magnetic field intensity
- Gauss law
- Energy density
- Continuity equation
- Magneto statics
- Biot- savart law
- Amperes circuit law
- Magnetic momentum & magnetic flux
- Boundary conditions
- Applications (Hall effect)
- Lorentz force equation
- conduction, polarization & magnetization
- Maxwell equations
- Law of conservation of charge & boundary conditions
- Hertzian dipole
Lorentz Force Equation The force experienced by current element in magnetic field is given as sum of force due to electric field and magnetic field. Force due to electric field: A region is said to be characterized by an electric field if a particle of charge q moving with a velocity v experiences a force Fe, independent of v. The force, Fe, is given by F e = qE ---------------------------------------- (1.1) E is the electric field intensity. Measured in newtons per coulomb (N/C) or volts per meter. Where volt is a newton-meter per coulomb. The line integral of E between two points A and B in an electric field region gives voltage between A and B. It is the work per unit charge done by the field in the movement of the charge from A to B. Force due to magnetic field: If a charged particle experiences a force which depends on v, then the region is said to be characterized by a magnetic field. The force, Fm, is given by F m =...
[…] →2.1 Fundamentals of Electromagnetics […]
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