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Electric Force

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Potpourri. Voltage. Point. Charge (E) Uniform. Field. Force. Electrostatics! Physics is Phun! ... The electron and proton of a hydrogen atom are separated by ... – PowerPoint PPT presentation

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Title: Electric Force


1
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2
Electric Force
  • If the separation between two particles is
    doubled, what happens to the force?
  • Answer 1

3
Electric Force
  • The force is 1/4 of original

4
Electric Force
  • The electron and proton of a hydrogen atom are
    separated by the distance of 4.9 x 10-11m. Find
    the magnitude of the electric force that the
    particles exert on each other.
  • Answer 2

5
Electric Force
  • 9.6 x 10-8N

6
Electric Force
  • Two conducting spheres are placed with their
    centers exactly .50m apart. The first sphere has
    a charge of 6x10-9 C and the second one is given
    a charge of -14x10-9 C. Find the force exerted
    by one sphere on the other.
  • Answer 3

7
Electric Force
  • 3.024x10-6 N attraction

8
Electric Force
  • 6.3 nanoC charge is placed 12 cm from a 4 nanoC
    charge. What is the electric force from one
    charge on the other?
  • Answer 4

9
Electric Force
  • 1.575 times 10 to the negative 5 Newtons

10
Electric Force
  • Three charges lie along the x axis and the
    positive charge q1 10 nC is at 4 m and the
    positive charge q2 5 nC is at the origin. Where
    must a negative charge q3 be placed on the x axis
    so that the resultant force on it is zero?
  • Answer 5

11
Electric Force
  • 2.56 m

12
Uniform E Field
  • Two parallel plates form an electric
    field.  Voltage between the plates is 13V and the
    distance is .25m, what is the strength of the
    field?   
  • Answer 1

13
Uniform E Field
  • Since the potential difference is equal to the
    negative product of the field strength and the
    distance, dividing the voltage by the distance
    yields the field strength in (V/C).

14
Uniform E Field
  • A proton is released from rest in a uniform
    electric field of magnitude 12x104 V/m directed
    along the positive x axis. The proton undergoes a
    displacement of 2 meters in the direction of the
    field. What is the change in electric potential
    of the proton as a result of this displacement?
  • Answer 2

15
Uniform E Field
  • 2.4 x105

16
Uniform E Field
  • What are some parallels between gravitational
    fields and uniform electric fields?
  • Answer 3

17
Uniform E Field
  • Both fields follow an inverse square law for
    force and field strength. For both types of
    field, potential energy is inversely proportional
    to distance. Also, the major difference is that
    repulsions occur in electrostatic fields between
    charges of the same sign whereas, gravity is
    always attractive.

18
Uniform E Field
  • A uniform electric field of magnitude 350V/m is
    directed in the positive x direction. A positive
    13-µC moves from the origin (0, 0) to the point
    (.3m, .6m). What is the change in the potential
    energy of this charge?
  • Answer 4

19
Uniform E Field
  • ?PE .0014

20
Uniform E Field
  • A uniform electric field of magnitude 350V/m is
    directed in the positive x direction. A positive
    13-µC moves from the origin (0, 0) to the point
    (.3m, .6m). Through what potential difference
    does it move?
  • Answer 5

21
Uniform E Field
  • ?V 105V

22
Point Charge E Field
  • What is the electric field .4 meters away from an
    object with the charge of 5 nano Coulombs.
  • Answer 1

23
Point Charge E Field
  • E 281.25 N/C

24
Point Charge E Field
  • True or False The direction of an electric field
    is the direction that a small negative test
    charge would travel when placed in the field.
  • Answer 2

25
Point Charge E Field
  • False. The direction of an electric field is the
    direction that a small positive test charge would
    travel when placed in it.

26
Point Charge E Field
  • A test charge of 5 nC at a point R where the
    electric field due to other charges is directed
    to the right has a magnitude of 6x109. If the
    test charge is replaced with a charge of 5 nC
    what happens to the electric field at R?
  • Answer 3

27
Point Charge E Field
  • It remains the same.

28
Point Charge E Field
  • What happens when a negative charge moves in the
    direction opposite the electric field?
  • Answer 4

29
Point Charge E Field
  • The direction of the electric field at a point is
    also defined to be the direction of the electric
    force that would be exerted on a small positive
    test charge placed at that point. Thus, it loses
    electrical potential energy since a negative
    charge released from rest in the electric field
    would accelerate in a direction opposite the
    field.

30
Point Charge E Field
  • Three charges (3 nC, 4 nC, -7 nC) and a point
    charge are the four corners of a square. Each
    side of the square is 2 m. Find the electric
    field and voltage at point p.
  • Answer 5

31
Point Charge E Field
  • 10 X 1010 N/C

32
Voltage
  • Give three other names for voltage.
  • Answer 1

33
Voltage
  • potential difference, electrical potential,
    electrical potential difference

34
Voltage
  • If the distance between parallel charged plates
    in a uniform electric field is doubled, what
    happens to the voltage?
  • Answer 2

35
Voltage
  • Voltage is also doubled.

36
Voltage
  • A 6 micro coulomb point charge is at the origin
    and a point charge q2 -4 micro coulomb is on
    the x axis at (9,0)m. If the electric potential
    is taken to be zero at infinity find the total
    electric potential due to these charges at point
    R with coordinates (0,12)m
  • Answer 3

37
Voltage
  • 2.1 x10 3 V

38
Voltage
  • What is the electric potential at point P due to
    two charges (q1 and q2) which lie directly east
    west of each other. The charge of q1 is 6µC. The
    charge of q2 is -3µC. The charges lie 3 m
    apart. Find the total electric potential at point
    P which lies 5 m north of q1.
  • Answer 4

39
Voltage
  • 6158 V

40
Voltage
  • What is the Superposition principle and how is it
    applied to find electrical potential due to a
    point charge
  • Answer 5

41
Voltage
  • The voltage of two or more charges is obtained by
    applying the Superposition principle which
    states that the total electric potential at some
    point due to several point charges is the
    algebraic sum of the electric potentials due to
    the individual charges.

42
Potpourri
  • Define grounding and give an example.
  • Answer 1

43
Potpourri
  • Allowing a polarized object to become charged.
    Ex. Using your hand to take electrons from a
    charged plate and putting them onto a metal plate.

44
Potpourri
  • If the distance between point P and a charge is
    doubled, what happens the the electric potential
    at point P due to the charge? 
  • Answer 2

45
Potpourri
  • If the distance is doubled, the electric
    potential is halved.

46
Potpourri
  • A spherical ring of radius F has a total charge q
    uniformly distributed around it. What is the
    magnitude of the electric field at the center of
    the ring?
  • Answer 3

47
Potpourri
  • zero

48
Potpourri
  • A.)There are three ways to charge an object, name
    one of them. B)Explain what creates a charge.
  • Answer 4

49
Potpourri
  • A)Conducton, induction or polarization. B) The
    movement and imbalance of electrons

50
Potpourri
  • An electron starts from rest 4cm away from the
    center of a uniformly charged sphere of radius
    1cm. If the sphere has a charge of 2x10-9 C,
    then how fast will the electron be moving when it
    reaches the surface of the sphere?
  • Answer 5

51
Potpourri
  • 1.45x107 m/s
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