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Switching Power Supplies A - Z
book

Switching Power Supplies A - Z

by Sanjaya Maniktala
June 2006
Intermediate to advanced
528 pages
17h 12m
English
Newnes
Content preview from Switching Power Supplies A - Z
Chapter 7
Returning to the RC network, we can ask how did we actually arrive at the transfer
function stated above? For that, we first use Kirchhoff’s voltage law to generate the
following differential equation:
v
i
= v
res
(t ) + v
cap
(t ) = i(t)R +
q(t)
C
where i(t) is the charging current, q(t) is the charge on the capacitor, v
res
(t) is the voltage
across the resistor, and v
cap
(t) is the voltage across the capacitor (i.e. v
o
(t), the output).
Further, since charge is related to current by dq(t)/dt = i(t), we can write the preceding
equation as
v
i
= R ×
dq(t)
dt
+
q(t)
C
or
dq(t)
dt
+
1
RC
q(t) =
v
i
R
At this point we actually “cheat” a little. Knowing the properties of ...
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Publisher Resources

ISBN: 9780750679701