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2005/06/07 | 阻抗[Impedance]
类别(Ω〖物理〗)
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评论
(0)
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阅读(39)
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发表于 20:16
Any linear sinusoidal driven combination of
capacitors
,
inductors
,
resistors
has a steady state solution of the form
(1)
which can be found using a complex impedance
Z
defined by
(2)
where
I
and
V
are also treated as complex quantities. The current
I
is given in terms of the
electromotive force
by
(3)
(4)
and the phase shift by
(5)
For circuit elements in series,
(6)
and in parallel,
(7)
For
capacitors
,
(8)
where
is the angular frequency,
Q
is the charge, and
C
is the
capacitance
. Taking the derivative on each side gives
(9)
so
(10)
For
inductors
,
(11)
where
L
is the
inductance
. Integrating both sides gives
(12)
so
(13)
For
resistors
, the impedance is simply equal to the
resistance
R
,
(14)
0
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