Entries by kp-web-admin

^Electric resistance

Electric resistance Depends upon the nature of material, shape & size, physical state like temperature, pressure, type & extent of impurity etc. of conductor. However r depends upon all above factors except on shape & size.

^Ohm’s law

Ohm’s law (a) = constant called electrical resistance R, provided there is no change in the physical conditions like temperature, pressure & impurity etc. (b) = (Microscopic version) i.e. conductivity of a conductor is independent of electric field existing in the material over a wide range of field.

^Resistivity of conductors (ρ)

Resistivity of conductors (ρ) Resistance per unit length per unit cross sectional area of a material is called its resistivity or specific resistance, for metals it is  (a) . Its reciprocal is called conductivity or specific conductance (σ). Both ρ & σ are independent of length, thickness, & shape or geometry.

^Current mechanism in conductors

Current mechanism in conductors In metals about 10 29 m – 3  of free electrons (called  average number density  ‘n’ ) move randomly (disordered)  in all directions (like motion of gas particles) with average thermal speed of about 105 m/s & collide randomly with the metal ions (almost fixed). Between the collision the free electrons […]

^Electric current (I) & current density (J)

Electric current (I) & current density (J) Electric current is the rate at which electric charge crosses a plane. i.e. mathematically, Current per unit area is called current density, i.e. mathematically, Electric current is scalar, while current density is vector. I & J are parallel to applied E – field.

^Wheatstone bridge

Wheatstone bridge The arrangement of five capacitors as shown is called Wheat stone bridge. If   then points P & Q are at same potential & the bridge is said to be balanced, due to this no charge will flow  in the arm PQ & hence arm  PQ can be removed &  circuit can becomes […]

^Kirchoff’s laws

Kirchoff’s laws 1st or junction rule: Σq = 0 at any isolated junction to conserve charge. 2nd or mesh rule: ΣV = 0 for any closed mesh to conserve energy. For shown circuit we can write At jn. A: – q1 + q2 + q3 = 0

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