
韦伯 (单位)
1韦伯为一匝线圈其磁通量在1秒内均匀递减至零而产生1伏特电动势之磁通量。[2] [3] 韦伯可以用不同单位的乘积来表示 W b = k g ⋅ m 2 s 2 ⋅ A = V ...
1韦伯为一匝线圈其磁通量在1秒内均匀递减至零而产生1伏特电动势之磁通量。[2] [3]
韦伯可以用不同单位的乘积来表示
W
b
=
k
g
⋅
m
2
s
2
⋅
A
=
V
⋅
s
=
H
⋅
A
=
T
⋅
m
2
=
J
A
=
J
⋅
s
Q
=
10
8
M
x
{\displaystyle \mathrm {Wb} ={\dfrac {\mathrm {kg} \cdot \mathrm {m} ^{2}}{\mathrm {s} ^{2}\cdot \mathrm {A} }}=\mathrm {V} \cdot \mathrm {s} =\mathrm {H} \cdot \mathrm {A} =\mathrm {T} \cdot \mathrm {m} ^{2}={\dfrac {\mathrm {J} }{\mathrm {A} }}={\dfrac {\mathrm {J} \cdot \mathrm {s} }{\mathrm {Q} }}=10^{8}\mathrm {Mx} }
其中
Wb = 韦伯,
V = 伏特,
T = 特斯拉,
J = 焦耳,
m = 公尺,
s = 秒,
A = 安培,
Q = 库伦,
H = 亨利,
Mx = 马克士威.