Title: Chapter 15'2 Electric Forces Coulombs Law
1Chapter 15.2Electric ForcesCoulombs Law
- Force between two point charges
- Superposition of forces from several point
charges.
2Magnitude of charge
- Units of charge- Coulomb , C
- Charge on electron - e
- e 1.60x10-19 C
3Experimental results
Magnitude of F proportional to product of
charges q1q2 Inversely proportional to distance
squared Direction of F along line between
charges.
4Coulombs Lawforce between 2 point charges or 2
spherical distributions of charge
ke 8.99x109 Nm2/C2
9x109 Nm2/C2
5Compared to Gravitational Force
1kg 1kg r1m
FG 7x10-11 N
1C 1C r 1m
Fe 9x109 N about 1020 times more
than FG
6Magnitude of charge
How much charge is one mole of electrons?
7Suppose you had 2 charged spheres each with a
charge equivalent to 1mole of electrons,
separated by 1000 m what would be the force
between the two charges?
A large force!!!!
8Suppose we had two small 5 g spheres each
carrying charge q. They were suspended from a 1
m thread at an angle of 100 from the vertical
direction. Find q.
1m
q
q
r
9Electrical Forces
Interaction between electrons and nuclei in
atoms. Most terrestrial macroscopic electrical
forces involve relatively small amounts of charge
lt10-6 C because matter is mostly
neutral Atmospheric electrical forces-Thunderstorm
s - large amounts of charge separated by rising
air.
10Superposition PrincipleForce between several
point charges
F23
F
q1
q3
F13
q2
F F13 F23
Net force vector sum of forces
11Three charges are placed a the corners of a
square with the length of each side 2.0 cm.
Find the force on q3.
q1
q3-2x10-6 C
q1q21x10-6 C
q2
12Charge A and charge B are 3.00 m apart, and
charge A is 2.00 C and charge B is 3.00 C.
Charge C is located between them at a certain
point and the force on charge C is zero. How far
from charge A is charge C?
A
B
C
13Electric forces
- For two point charges the force on a charge can
be calculated by Coulombs Law - This can be extended to several charges. The net
force is the vector sum of forces. - But for large numbers of charges we use the idea
of the electric field.