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AP Phys B
Test Review
Electrostatics, Circuits, and
Magnetism
4/29/2008
Overview
 Electrostatics
 Electric Potential
 Dielectrics and Capacitance
 Electric Current
 DC Circuits
 Magnetism
Electrostatics
 Charge is carried by subatomic particles
(protons, electrons)
• 99% of all charged effects caused by electron
transfer
 Charging by Conduction
• Physical contact
 Charging by Induction
• No physical contact
Coulomb’s Law
 This law determines the force of attraction or
repulsion between 2 charged objects
• ε0 is a constant – permittivity of free space
• Positive force = repulsive, negative force = attractive
• Remember: force is a vector!
F
Q Q
r
q =
1
4 0
1 2
2π ε
Electric field lines
 A visual
representation of
an electric field.
• More lines =
stringer force
• Point away from
positive, toward
negative.
Electric Fields and conductors
 The electric field inside any conductor is
zero
 The electric field is always perpendicular
to the surface of a conductor
Gauss’ Law
 Electric Flux: The amount of an electric field
passing through an area
 Gauss’ Law: The total electric flux passing
through a closed surface is proportional to the
charged enclosed in that surface.
Φ =
Q e n c l o s e d
ε 0
Φ = E A c o s θ
Electric Potential Energy
 Electric Potential energy can be determined
using mechanics
 Electric potential is defined as the electric
potential energy per unit charge
∆ U q E d= −
V
U
q
W
q
= = − ∆ ∆U q V= −
Equipotential lines or surfaces
 An equipotential surface is a surface
over which all points have the same
potential.
• An equipotential surface must be
perpendicular to the electric field!
Potential due to a point charge
V
Q
r
=
1
4 0π ε
• Remember: potential is a scalar!
Capacitance
 A capacitor is a device that stores electric
charge.
 The capacitance of an object is defined as:
 Capacitance is measured in farads.
C
Q
V
=
Parallel plate capacitors and
dielectrics
 For a parallel plate capacitor (two conducting
plates with a vacuum between the plates)
 Often, an insulator known as a dielectric is
placed between the plates to enhance
capacitance
• Dielectric constant: measures the strength of the
dielectric
C
A
d
=
ε 0
Capacitors and energy
 A charged capacitor stores an amount of
electric energy given by
• This energy can be thought of as stored in the electric
field between the plates.
U Q V=
1
2
2
Electric Current
 Electric current is defined as the amount
of charge that flows past a given point in
a second
Ohm’s Law
 Ohm’s Law related the resistance of an
object to the decrease in electric potential
across a point and the current flowing
through that point.
R
V
I
=
Electric Resistance
 Electric resistance is the innate ability of a
material to inhibit the passage of electrons.
• Measured in ohms.
• Given by the resistivity as well as the geometry of the
object.
R
L
A
= ρ
Circuits – emf and terminal
voltage
 A device that transforms one type of energy
into electrical energy is a “source of
electromotive force”
• emf: the potential difference between the terminals of a
battery when there is no current flowing to an external
source.
• A battery has some internal resistance
• The real voltage of a battery is then
V E I r= −
Resistors in series
 Voltage and
resistance are
additive
 Current is constant
everywhere in a
series circuit
R Re q i
i
= ∑
V Vt o t a l i
i
= ∑
I I It o t a l = = =1 2 . . .
Resistors in parallel
 Current additive
 Voltage is constant
everywhere in a
series circuit
 More resistors =
smaller equivalent
resistance
1 1
R Re q ii
= ∑I It o t a l i
i
= ∑
V V Vt o t a l = = =1 2 . . .
Complex Circuits
Kirchhoff’s rules
 Junction rule: At any junction point, the
total current into the junction has to be
equal to the total current out of the
junction.
 Loop rule: The sum of changes in
potential around and closed loop is zero.
Kirchhoff’s Rules
Magnetism
 Every magnet has two poles: north and
south
 Magnetic field & magnetic field lines:
analogous to electric field
• Direction: points north to south
 Electric current (moving charge)
produces a magnetic field!
Force due to magnetic fields
 The force on a charged particle moving through
a magnetic field
 The force in a current carrying wire immersed
in a magnetic field
F q v B= s i n θ
F I L B= s i n θ
Right hand rule
Ampere’s Law
 A moving charge (current) creates a magnetic
field.
• For a long wire, ∆l = 2πr
• Two wires can attract or repel due to this effect.
• A solenoid is a long coil of wire.
B l Ii
i
e n c l o s e d∆∑ = µ 0
Faraday’s Law
 A changing magnetic field induced an emf.
• A current produced by an induced emf moves in a
direction such that its magnetic field opposes the
original change in flux (Lenz’s Law)
• A coil rotating in a magnetic field is a good example
of this.
E N
t
= −
∆ Φ
∆

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ap-physics-b-review-electromagnetism

  • 1. AP Phys B Test Review Electrostatics, Circuits, and Magnetism 4/29/2008
  • 2. Overview  Electrostatics  Electric Potential  Dielectrics and Capacitance  Electric Current  DC Circuits  Magnetism
  • 3. Electrostatics  Charge is carried by subatomic particles (protons, electrons) • 99% of all charged effects caused by electron transfer  Charging by Conduction • Physical contact  Charging by Induction • No physical contact
  • 4. Coulomb’s Law  This law determines the force of attraction or repulsion between 2 charged objects • ε0 is a constant – permittivity of free space • Positive force = repulsive, negative force = attractive • Remember: force is a vector! F Q Q r q = 1 4 0 1 2 2π ε
  • 5. Electric field lines  A visual representation of an electric field. • More lines = stringer force • Point away from positive, toward negative.
  • 6. Electric Fields and conductors  The electric field inside any conductor is zero  The electric field is always perpendicular to the surface of a conductor
  • 7. Gauss’ Law  Electric Flux: The amount of an electric field passing through an area  Gauss’ Law: The total electric flux passing through a closed surface is proportional to the charged enclosed in that surface. Φ = Q e n c l o s e d ε 0 Φ = E A c o s θ
  • 8. Electric Potential Energy  Electric Potential energy can be determined using mechanics  Electric potential is defined as the electric potential energy per unit charge ∆ U q E d= − V U q W q = = − ∆ ∆U q V= −
  • 9. Equipotential lines or surfaces  An equipotential surface is a surface over which all points have the same potential. • An equipotential surface must be perpendicular to the electric field!
  • 10. Potential due to a point charge V Q r = 1 4 0π ε • Remember: potential is a scalar!
  • 11. Capacitance  A capacitor is a device that stores electric charge.  The capacitance of an object is defined as:  Capacitance is measured in farads. C Q V =
  • 12. Parallel plate capacitors and dielectrics  For a parallel plate capacitor (two conducting plates with a vacuum between the plates)  Often, an insulator known as a dielectric is placed between the plates to enhance capacitance • Dielectric constant: measures the strength of the dielectric C A d = ε 0
  • 13. Capacitors and energy  A charged capacitor stores an amount of electric energy given by • This energy can be thought of as stored in the electric field between the plates. U Q V= 1 2 2
  • 14. Electric Current  Electric current is defined as the amount of charge that flows past a given point in a second
  • 15. Ohm’s Law  Ohm’s Law related the resistance of an object to the decrease in electric potential across a point and the current flowing through that point. R V I =
  • 16. Electric Resistance  Electric resistance is the innate ability of a material to inhibit the passage of electrons. • Measured in ohms. • Given by the resistivity as well as the geometry of the object. R L A = ρ
  • 17. Circuits – emf and terminal voltage  A device that transforms one type of energy into electrical energy is a “source of electromotive force” • emf: the potential difference between the terminals of a battery when there is no current flowing to an external source. • A battery has some internal resistance • The real voltage of a battery is then V E I r= −
  • 18. Resistors in series  Voltage and resistance are additive  Current is constant everywhere in a series circuit R Re q i i = ∑ V Vt o t a l i i = ∑ I I It o t a l = = =1 2 . . .
  • 19. Resistors in parallel  Current additive  Voltage is constant everywhere in a series circuit  More resistors = smaller equivalent resistance 1 1 R Re q ii = ∑I It o t a l i i = ∑ V V Vt o t a l = = =1 2 . . .
  • 21. Kirchhoff’s rules  Junction rule: At any junction point, the total current into the junction has to be equal to the total current out of the junction.  Loop rule: The sum of changes in potential around and closed loop is zero.
  • 23. Magnetism  Every magnet has two poles: north and south  Magnetic field & magnetic field lines: analogous to electric field • Direction: points north to south  Electric current (moving charge) produces a magnetic field!
  • 24. Force due to magnetic fields  The force on a charged particle moving through a magnetic field  The force in a current carrying wire immersed in a magnetic field F q v B= s i n θ F I L B= s i n θ
  • 26. Ampere’s Law  A moving charge (current) creates a magnetic field. • For a long wire, ∆l = 2πr • Two wires can attract or repel due to this effect. • A solenoid is a long coil of wire. B l Ii i e n c l o s e d∆∑ = µ 0
  • 27. Faraday’s Law  A changing magnetic field induced an emf. • A current produced by an induced emf moves in a direction such that its magnetic field opposes the original change in flux (Lenz’s Law) • A coil rotating in a magnetic field is a good example of this. E N t = − ∆ Φ ∆