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Module 11 The Electric Field

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Coulomb's Law. The electric force depends on charges q1 and q2 and ... The Coulomb force is conservative and an electric potential energy can be defined. ... – PowerPoint PPT presentation

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Title: Module 11 The Electric Field


1
Module 11 The Electric Field
  • Serway Faughn Chapters 15 16

2
Module Study Objectives
  • Electric charge
  • Electric force
  • Electric field lines
  • Electric potential
  • Capacitance

3
The Electric Force
  • A field force acting between charges
  • Explains many natural phenomena
  • Basis for electronic technology

4
Electric Charges
  • Unlike charges attract, like charges repel
  • Electric charge is conserved
  • Charge is quantised
  • Electric force varies with inverse square of
    distance

5
Conductors
  • Materials in which charges move freely
  • Eg. Conducting paths of metal in a circuit board

6
Insulators
  • Materials which do not readily transport charge.
  • Eg. Plastic, rubber.

7
Coulombs Law
  • The electric force depends on charges q1 and q2
    and separation r.

8
Example
  • Compare the electric and gravitational forces
    between the proton and electron of a hydrogen
    atom (separation 5.3x10-11 metre)

9
Magnitude of The Electric Field
  • Magnitude defined by force and charge.
  • Direction defined by direction of electric force
    on a positive charge.

10
Electric Field of Point Charge
  • Magnitude depends of value of point charge q and
    distance from point r.

11
Electric Field Lines
  • For describing electric field in any region.
  • Electric field vector is tangent to the lines.
  • Number of field lines per unit area is
    proportional to the field strength.


12
Conductor in Electrostatic Equilibrium
  • Field is zero inside the conductor.
  • Excess charge resides on surface.
  • Field just outside conductor is perpendicular to
    surface.
  • On an irregularly shaped conductor charge
    accumulates at sharpest points.

13
Electric Potential
  • The Coulomb force is conservative and an electric
    potential energy can be defined.
  • Electric potential is the potential energy per
    unit charge.

14
Difference in Electric Potential
  • Defined by the difference in potential energy
    experienced by a charge.

15
Electric Potential and Field
  • Electric potential difference between two points
    depends on electric field strength and distance
    between points.

16
Electric Potential Due to a Point Charge
  • Depends on charge and distance from it.
  • Electric circuits usually take Earth as zero
    potential.

17
Electric Potential Energy of a Pair of Point
Charges
  • Depends on product of charges and separation.
  • Units of Joules of electron volts

18
Charged Conductors
  • Every point on the surface of a charged conductor
    in electrostatic equilibrium is at the same
    potential.
  • Furthermore, the potential is constant everywhere
    inside the conductor and equals its value on the
    surface.

19
Capacitors
  • Capacitors store and release charge.
  • Uses in TVs, radio, camera flash units, heart
    defibrillators, computer keyboards, etc.

20
The Parallel-plate Capacitor
  • The parallel-plate capacitor has equal and
    opposite charges.
  • A potential difference occurs between the plates.

Q
?V
-Q
21
Capacitance Formula
  • Capacitance is defined in terms of charge and
    potential difference

22
Parallel Plate Capacitor Formula
  • The capacitance of two parallel metal plates
    depends on area and separation.

23
Capacitors in Parallel
  • The equivalent capacitance of a parallel
    combination is given by the addition of the
    individual capacitances.

24
Capacitors in Series
  • Capacitors in a series circuit are added
    according to their inverses.

25
Capacitor Energy
  • The energy stored in a charged capacitor is a
    function of the charge, potential difference and
    capacitance.

26
Dielectrics
  • A nonconducting dielectric multiplies capacitance
    by the dielectric constant, a property of the
    dielectric material.

27
Summing up
  • A discussion of the electric force leads to
    expressions for electric field, potential energy
    and potential.
  • A discussion of capacitors, which are devices
    that store charge, leads to expressions for the
    capacitance of the common parallel-plate
    capacitor and for capacitor combinations in
    circuits.

28
End of Module
  • Any questions?
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