Сарычева Л.И. Физика фундаментальных взаимодействий
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2
2
hEi ≥ 1.74 · 10
6
hN
h
i = 64 ÷ 90
γ
hη i = 9.9 ± 0.2
hp
⊥
i = 1.75 ± 0.7
M
fb
= 180 ± 60
V
fb
≤ 75 ÷ 100
3
ε > 2.4 ± 1
3
µ
b
= 1.8 ± 0.3
T
fb
= 130 ± 6
hρ
q
i = 8 ± 3
−3
hρ
b
i = 2.7 ± 1
−3
ρ
s
∼ 0.14
−3
ρ
¯q
∼ 3.6 · 10
−3
−3
ρ
g
∼ 0.6
−3
S ∼ 16.4
−3
hρ
q
i = 8 ± 3
−3
S/ρ
b
∼ 6
ρ
s
/ρ
b
∼ 0.06
(Z/A)
f
∼ 0.4
N
s
− N
¯s
∼ 14
N
π
/N
N
≈ 7 · 10
6
A ∼ 10
15
Z/A ∼ 0
f
s
∼ 1
”
“
P
E
γ
≥ 100
N
γ
≥ 3
P
E
γ
N
h
E > 10
7
r
p
= 10
−13
r
p
r
p
V (r) = −
α
s
r
+ær
2
α =
=
g
¯hc
∼ 14
10
−15
> r
p
∼
1
r
n
e
−r/α
π
π
10
−30
α
s
(q
2
) ≃
≃
1
ln
q
2
Λ
2
≪ 1
10
−16
< r
p
∼ ær
g
10
−30
10
−24
α =
=
e
2
¯hc
=
1
137
∞
1
r
γ
10
−33
10
−20
α =
=
G
F
¯hc
¯h
m
p
c
2
≃
≃ 1.02 · 10
−5
10
−18
Z
0
W
+
W
−
10
−44
> 10
−8
α =
=
GM
2
¯hc
≃
≃ 0.53 · 10
−38
∞
1
r
G
∞
Q
1
Q
2
F Q
1
Q
2
E(r) F = E(r)Q
2
=
Q
1
Q
2
/r
2
q
qr ≃ ¯h.
q
t = r/c
dq
dt
=
¯hc
r
.
F =
Q
1
Q
2
r
2
,
∼ 1
∼ 10
−3
Z
0
W
+
∼ 10
−5
W
−
β
∼ 10
−38
α α = g
2
/¯hc
g α
α
e
=
e
2
¯hc
=
1
137
a + b → c + d
R
a b
α =
g
2
/¯hc
M
x
t = −q
2
α < 1
α
α
λ = ¯h/mc
λ E =
¯hc
λ
= ¯hν
E
α
.
=
e
2
r
¯hc
λ
|
r=λ
=
e
2
¯hc
=
1
137
.