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Contact & Non-contact
 folk in 1700’s had trouble wrapping brain
 around non-contact forces
Non-contact
  Michael Faraday (British: 1791-1867)
    Field  area around an object that affects
     other similar objects
    Test charge  charge that’s in an electric
     field
Satellit
            e                                   Proton

          Plan                                  Electro
 •
             et field by
     Gravitational                         •          n
                                               Electric field by
              Newton                               Faraday




Satellite & electron experience field forces
• Non-contact
     – Remember gravity?
2 types of

           GM m
       F = ra     2




  • What is the field?
  • a (or g)
             GM
     a=      r2
• Non-contact
    – Remember gravity?
    – What’s the field for a charge?
2 types of

       F= ma                kQ q
                        F = rE  2




  • What is the field? What is the
                      •
  • a (or g)            field?
                      •E       kQ
             GM          E=
     a=      r   2
                               r2
Two equations for electric fields
2 types of

    F = Eq
                     F = force on test charge
                     q = charge of test charge
                     E = Electric Field (N/C)



             kQ            Q creates the field
    E=
             r   2
• Drawing Electric field lines
          – Rules
Electric Field
                 • lines tell direction a + test charge will
                   go
                 • Out of (away from) positive
                   Into (toward) negative
                 • Lines always come out the object
                   perpendicular to the surface.
                 • more lines = stronger field.

                       +                      --
+       +




    +       -
1. Excess charges gather only on
           the outside of the surface, never
           inside.
conductors in
Properties of
 electrostatic


        2. The electric field is zero
           everywhere inside the
           conductor.               --     --
        3. Electric field coming Σ E = 0 N/C --
                                 --
           in or out of the
           conductor is           --         --
           perpendicular to
           the surface.
4. On an irregularly shaped surface, the charge
   will accumulate more where the radius of
   curvature is smallest.     -- --
This happens because the                     --
                                              --
   electrons will repel                      --
   each other until they ----
   reach equilibrium.          --

 Grounding
   An easy path for e’s to flow to or from
     an infinite reservoir of e’s. Usually
     from the Earth to the electrical object.
• What is the electric field
     intensity of a 16 μC
     particle 5 cm away from
     the charge?
Sample
         kQ
   E=    r2




   E= (9x10 )(16x10-6)
              9

              0.052
   E= 5.75x107 N/C
• What is the electric field intensity of
     a 16 μC particle 5 cm away from the
     charge?
     – If a 5 μ C test charge is placed at this
       spot, how much force will be exerted on
Sample
       it? Qq
        k
   F=    r2



   F = (9x10 )(16x10-6) (5x10-6)
               9

               0.052
   F= 288 N
                   or
   F = Eq = 5.75 x 107(5x10-6) =
• What is the electric field at the
Sample Problem
           origin for the three charge
           configuration? (electric field is a
           vector, don’t forget to find the
           angle)
           q1 = -1.00 µC      r1 = 3.50 m
           q2 = +2.00 µC      r2 = 5.00 m
           q3 = -1.50 µC      r3 = 2.00 m

                 q2   q3            q1

         5.00 m       2.00 m       3.5 m
q2       q3                          q1

    5.00 m       2.00 m                      3.5 m

       kQ (9x10 )(1x10 )   9       -6
Sample

  Eq1 = 2 = (3.5 )      =                     734 N/C
        r                  2
                                               Same
                                                 +
                                               Direction
       kQ (9x10 )(2x10 )   9       -6

  Eq2 = 2 = (5 )        =                     719 N/C
        r                  2
                                                   -
       kQ (9x10 )(1.5x10 )
                       9                -6

  Eq3 = 2 =             =                     3370 N/C

        r      (2 )            2


  What is the force on a -3 μC test            -1920 N/C

   charge placed on the origin?
  F=Eq=(-1920)(-3x10-6) = 5.76x10-2 N

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11 Electric Fields

  • 1. Contact & Non-contact folk in 1700’s had trouble wrapping brain around non-contact forces Non-contact Michael Faraday (British: 1791-1867) Field  area around an object that affects other similar objects Test charge  charge that’s in an electric field
  • 2. Satellit e Proton Plan Electro • et field by Gravitational • n Electric field by Newton Faraday Satellite & electron experience field forces
  • 3. • Non-contact – Remember gravity? 2 types of GM m F = ra 2 • What is the field? • a (or g) GM a= r2
  • 4. • Non-contact – Remember gravity? – What’s the field for a charge? 2 types of F= ma kQ q F = rE 2 • What is the field? What is the • • a (or g) field? •E kQ GM E= a= r 2 r2
  • 5. Two equations for electric fields 2 types of F = Eq F = force on test charge q = charge of test charge E = Electric Field (N/C) kQ Q creates the field E= r 2
  • 6.
  • 7.
  • 8. • Drawing Electric field lines – Rules Electric Field • lines tell direction a + test charge will go • Out of (away from) positive Into (toward) negative • Lines always come out the object perpendicular to the surface. • more lines = stronger field. + --
  • 9. + + + -
  • 10.
  • 11. 1. Excess charges gather only on the outside of the surface, never inside. conductors in Properties of electrostatic 2. The electric field is zero everywhere inside the conductor. -- -- 3. Electric field coming Σ E = 0 N/C -- -- in or out of the conductor is -- -- perpendicular to the surface.
  • 12. 4. On an irregularly shaped surface, the charge will accumulate more where the radius of curvature is smallest. -- -- This happens because the -- -- electrons will repel -- each other until they ---- reach equilibrium. -- Grounding  An easy path for e’s to flow to or from an infinite reservoir of e’s. Usually from the Earth to the electrical object.
  • 13.
  • 14. • What is the electric field intensity of a 16 μC particle 5 cm away from the charge? Sample kQ E= r2 E= (9x10 )(16x10-6) 9 0.052 E= 5.75x107 N/C
  • 15. • What is the electric field intensity of a 16 μC particle 5 cm away from the charge? – If a 5 μ C test charge is placed at this spot, how much force will be exerted on Sample it? Qq k F= r2 F = (9x10 )(16x10-6) (5x10-6) 9 0.052 F= 288 N or F = Eq = 5.75 x 107(5x10-6) =
  • 16.
  • 17. • What is the electric field at the Sample Problem origin for the three charge configuration? (electric field is a vector, don’t forget to find the angle) q1 = -1.00 µC r1 = 3.50 m q2 = +2.00 µC r2 = 5.00 m q3 = -1.50 µC r3 = 2.00 m q2 q3 q1 5.00 m 2.00 m 3.5 m
  • 18. q2 q3 q1 5.00 m 2.00 m 3.5 m kQ (9x10 )(1x10 ) 9 -6 Sample Eq1 = 2 = (3.5 ) = 734 N/C r 2 Same + Direction kQ (9x10 )(2x10 ) 9 -6 Eq2 = 2 = (5 ) = 719 N/C r 2 - kQ (9x10 )(1.5x10 ) 9 -6 Eq3 = 2 = = 3370 N/C r (2 ) 2 What is the force on a -3 μC test -1920 N/C charge placed on the origin? F=Eq=(-1920)(-3x10-6) = 5.76x10-2 N