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Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Ele
ctr
osta
tics...p
ot-
pourr
i
•Logis
tics
–H
om
ew
ork
, A
bstr
act, N
ext
we
ek
•E
lectr
osta
tic d
ischarg
e
–C
oro
na
, spa
rks,
ligh
tnin
g
•C
ultura
l m
ath
–D
iffe
rentia
l fo
rm o
f G
au
ss’s
la
w
–P
ois
so
n e
qn
.
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Dra
ma
AR
CS
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ikip
edia
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lectr
osta
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auses_of_
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Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Sim
ple
model
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Mean f
ree p
ath
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Bre
ak d
ow
n in a
ir
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Quenchin
g (e
nerg
y loss p
er
colli
sio
n)
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Spark
s
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Lig
htn
ing
NO
AA
do
es lig
htn
ing
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Recre
ational M
ath
•D
iffe
rential fo
rm o
f G
auss’s
law
•P
ois
son e
quation
òEÿ„
A=
1 e 0 Ÿr „
Vñ
—◊E
=r e 0
“2f=-
r e 0
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Div
erg
ence o
f E
-fie
ld
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Diffe
rential (local) form
of G
auss’s
Law
Phys
208,
Fall
2006
Sep
t. 2
2, 2006
Ele
ctro
stat
ics
pot-
po
urr
i
Pois
son e
quation
