Методы математической физики - 102 стр.

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f(x, y, z)
G
n
=
1
4π
·
n
µ
1
r
0
R
0
ρ
0
n
µ
1
r
1
¶¸
.
M
R R
0
/∂n /∂R
n
1
r
0
=
n
1
¯
¯
¯
~
R
~
ρ
0
¯
¯
¯
=
R
1
p
R
2
+ ρ
2
0
2
0
cos α
=
R ρ
0
cos α
r
3
0
.
R = R
0
cos α OP M
0
r
2
0
= R
2
0
+ ρ
2
0
2R
0
ρ
0
cos α , cos α =
R
2
0
+ ρ
2
0
r
2
0
2R
0
ρ
0
,
OP M
1
r
2
1
= R
2
0
+ ρ
2
1
2R
0
ρ
1
cos α , cos α =
R
2
0
+ ρ
2
1
r
2
1
2R
0
ρ
1
.
cos α
n
1
r
0
¯
¯
¯
¯
S
=
R
2
0
ρ
2
0
+ r
2
0
2r
3
0
R
0
.
n
1
r
1
=
n
1
¯
¯
¯
~
ρ
1
~
R
¯
¯
¯
=
R
1
p
ρ
2
1
+ R
2
2
1
cos α
=
R ρ
1
cos α
r
3
1
,
n
1
r
1
¯
¯
¯
¯
S
=
R
2
0
ρ
2
1
+ r
2
1
2r
3
1
R
0
.
G
n
¯
¯
¯
¯
S
=
1
4πR
0
R
2
0
ρ
2
0
r
3
0
.