EE462L, Power Electronics, DC-DC Boost Converter Version ... - ECS
EE462L, Power Electronics, DC-DC Boost Converter Version ... - ECS
EE462L, Power Electronics, DC-DC Boost Converter Version ... - ECS
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<strong>EE462L</strong>, <strong>Power</strong> <strong>Electronics</strong>, <strong>DC</strong>-<strong>DC</strong> <strong>Boost</strong> <strong>Converter</strong><br />
<strong>Version</strong> Oct. 3, 2011<br />
Current Ratings in Continuous Conduction<br />
Conservative current ratings for the inductor in continuous conduction correspond to the<br />
situation where<br />
Δ Imax = 2I in , (11)<br />
which, as explained in the Buck <strong>Converter</strong> experiment, yields<br />
1 2<br />
2<br />
⎛ ⎞<br />
=<br />
2 +<br />
2 1<br />
I Lrms, max Iin<br />
( 2Iin<br />
) = Iin<br />
⎜1<br />
+ ⎟ , (12)<br />
12<br />
⎝ 3 ⎠<br />
so that<br />
2<br />
I Lrms , max = I in . (13)<br />
3<br />
Conservative current ratings for the MOSFET and diode are when D is large, so that (13) applies<br />
for them also.<br />
To determine the rms current through C, consider the capacitor current in Figure 8, and the<br />
worst-case scenario in Figure 9.<br />
2 I<br />
−<br />
in I out<br />
0<br />
Iin − I out<br />
DT<br />
(1–D)T<br />
Figure 9. Maximum Ripple Current Case for Capacitor Current<br />
When the switch is closed, the capacitor current is − Iout<br />
. When the switch is open, the<br />
capacitor current is iL<br />
− Iout<br />
. If the “switch closed” interval lasted for the entire T, the squared<br />
2<br />
rms value would be I out . If the “switch open” interval lasted for the entire T, the rms value<br />
would be, for the maximum ripple case, 2 1<br />
( I in − Iout<br />
) + ( 2Iin<br />
) 2 . The time-weighted average<br />
12<br />
of the two gives the squared rms current<br />
−<br />
I out<br />
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