The electric field of an electromagnetic wave at a point in free space is in the positive Y direction and the magnetic field is in the negative X direction. The direction of power flow will be in the
A point charge is located at origin. At point (a, a) electric field is E1. At point (-a, a) the electric field is E2 and at point (-a, -a) the electric field is E3.
The electric field intensity E at a point P is given by 10i^+10j^+10k^ where i^,j^ and k^ are unit vectors in x, y and z directions respectively. If α, β, γ are respectively the angles the E vector makes with x, y and z axes respectively, they are given by which of the following?
As a result of reflections from a plane conducting wall, electromagnetic waves acquire an apparent velocity greater than the velocity of light in space. This is called the
Consider the following statements:
1. For an isotropic medium, ε is a scalar constant.
2. For a homogeneous medium, ε, µ and σ are constant throughout the region.
3. In an anisotropic medium, D and E have the same direction.
4. For certain crystalline medium, ε varies with the direction of E.
Which of the above crystalline medium, ε varies with the direction of E.
A shape of homogeneous linear dielectric material of dielectric constant ≥ 1 is placed in a uniform electric field E0, then the electric field E that exists inside the sphere is:
The total flux at the end of a long bar magnet is 500 µWb. The end of the bar magnet is withdrawn through a 1000-turn coil in 101 second. The e.m.f. generated across the terminals of the coil is: