Updated: 8/23/04
Chapter
16 Electric Charge and Electric Field
A. Instruction to students:
Homework:
1.) Read carefully all sections.
2.) Do Examples 16-1,2,3 and 16-5,6,7
3.) All multiple problems posted
B. Biomedical (and technological)
application:
Electric forces in molecular biology: DNA structure
and replication.
In text: Section 16-10; pp493-495.
C. Lectures
and study guideline
The force
Unlike charges
attract and like charges repel.
The force
F between two charges Q1 and Q2 separated by a distance r is given by
Coulomb's
law,
F
= (9.0 x 10^9 N m^2/C^2) Q1*Q2/r^2
such as
1.0 x 10^(-3) N = (9.0 x 10^9 N m^2/c^2) [10^(-6) C] x [10^(-6)
C] / (3 m)^2.
That, is the force between two charges of a microcoulomb each at 3 m separation
is
0.01 N. (10^(-6) = micro, and 10^(-9) = nano,
etc. See "Metric (SI) Multipliers"
on the second page following the cover of the text.)
Simple questions:
1) When the distance between the two charges is doubled, how the
force between the two
changes?
How about when the distance is tripled?
2) Illustrate the force "between" the two charges when the charges
positive. Your
illustration is an example of one of Newton's law. Which
one is it? Repeat for the case
that one charge is posirive and the other negative.
The smallest
charge in the universe
No charge
smaller than (the magnitudes of ) those of electrons and protons has been
observed.
The smallest unit is
e = 1.6 x 10^(-19) C.
Simple question:
1) How many electrons make 1 C.
Electric
field
Read
pp490-92 carefully to understand how to draw the electric field lines
shown in
Figs. 16-26 through -32.
Simple questions:
1) Do electric field lines exist?
2) Do electric fields exist? If they do, how can you show
they do?