RRB ALP Physics Trade Notes on Current Electricity

By Neha Uppal|Updated : November 30th, 2018

Electric Current (I)

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Electric Current Density (J)

image002

  • For irregular shapes of cross-section

image003 I, J and A are all scalar quantities.

Electromotive Force

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Drift Velocity of Free Electrons in a Metallic Conductor

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  • E is the applies field, e is the charge of an electron, m is the mass of an electron and t is the time interval between successive collisions (relaxation time)

image006 Mobility

  • The mobility μ of a charge carrier is defined as the drift velocity per unit electric field.

image007

Ohm’s Law

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  • R = Resistance of conductor
  • Unit of Resistance; Volt/ampere, (Ω ohm)

Resistance and Resistivity

  • The inverse of resistance is called conductance G.

image009

  • S.I. unit Ω-1 is called Siemens (S)
  • The resistance of a conductor is directly proportional to its length l and inversely proportional to the area of cross-section A.

image010

  • The inverse of resistivity is called conductivity σ.

image011

  • S.I. unit is Ω-1n-1 or Sm-1

Temperature Coefficient of Resistance

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  • RT = Resistance at temperature T
  • R0 = Resistance at temperature T0
  • α = Temperature coefficient of resistance.

Temperature Coefficient of Resistivity (ρ)

  • For conductors

image013

  • For insulators

image014

  • K = Boltzman constant
  • T = Absolute temperature

Combination of Resistances

  • Resistance In Series

image015 image016

  • Resistance in Parallel

image017 image018

Internal Resistance of a Cell and Terminal Voltage

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Kirchhoff's Rule

  • First Rule (Junction Rule)

image020 image021

  • Second Rule (Loop Rule)(Based on law of conservation of energy)
    • The algebraic sum of changes in potential around any closed loop must be zero.

image022 image023

  • The metre bridge

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Shunt Resistance Required to Convert a Galvanometer into an Ammeter of Desired range

image025 image026 image027

  • Resistance of ammeter so obtained

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Series Resistance Required to Convert a Galvanometer into a Voltmeter of Desired Range.

image029 image030 image031  is desired range and R is additional series resistance.

Cell in Series and Parallel

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Heating Effect of Current

  • When a charge dq passes across a potential difference V, the work done dW is given by

  dW = V dq

  • The flow of charge dq in time dt is equivalent to current I.

image033

  • According to Ohm’s Law V = Ri

image034

Power

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  • Resistance of a bulb or other electrical appliances:

image036

  • And maximum current that can be passed without the appliance getting fused.

image037

  • Ratio of powers consumed in two resistors in series:

image038

  • Ratio of powers consumed in two resistors in parallel.

image039

Potentiometer

image040 image041

Faraday’s Laws of Electrolysis

  • First Law
    • The mass of a substance deposited or liberated at an electrode is proportional to the quantity of charge that passes through the electrolyte.

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  • Second Law
    • If the same quantity of charge is passed through several electrolytes, then the masses of various substances deposited at the respective electrodes are proportional to their chemical equivalents.

image043

  • The constant F is called Faraday.

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