Boost converter - ripple current

AI Thread Summary
The discussion focuses on the importance of ripple current ratings in capacitors used in boost converters. It clarifies that ripple current can refer to both the variation in capacitor current and the inductor's ripple current, delta i,L, influenced by inductor size and duty cycle. A capacitor rated for 0.8A ripple current indicates its ability to handle power dissipation associated with that current, not just a variation of +/- 0.8A. The role of Equivalent Series Resistance (ESR) is highlighted, as it affects voltage ripple and power dissipation in the capacitor. Proper selection of input and output capacitors is crucial for the reliability and efficiency of switching converter designs.
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Whilst looking at the possible parts for a boost converter I came across references to making sure that the capacitor could handle the "ripple current".

I looked a bit further and can see 2 possibilities.
1) The ripple in the capacitor current itself ie the difference between the minimum and maximum capacitor current.
2) The other possibility is that there is a ripple current called delta i,L which is mainly affected by the size of the inductor for given input voltage and duty cycle.

I found a capacitor which lists its "ripple current" rating as 0.8A/800 mA. Does this mean it can handle a ripple of 0.8A in the inductor current or can its own current only vary by +/- 0.8A?

The source of my confusion may be misunderstanding a page here - http://www.analog.com/library/analogdialogue/archives/45-09/boost.html

"The current ripple, shown as ΔIL ...The average inductor current flows into the load, while the ripple current flows into the output capacitor"
 
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The ripple current is the average current flowing in the capacitor leads.

If the load current is continuous and a converter produced bursts of higher current, then the ripple current is the average of the absolute tidal current.

Say output current is 10A and current pulses from converter are 40A, (for 25% of the cycle), then output capacitor ripple current is ((40A – 10A) * 0.25 ) + (0.75 * 10A) = 7.5A + 7.5A = 15A (Note that the two terms have the same value).

Capacitor ESR is also important in analysis because it produces step changes in capacitor voltage, rather than the ramp due to charge and discharge. The voltage ripple should include the ESR step component.
 
Thank you very much. It was a little more complicated than I thought but your explanation was very helpful.
 
The ripple current in the capacitor is also important because it causes power dissipation. When they say a capacitor is rated for 800ma ripple current it means it can handle the power dissipation associated with that current and it's effective series resistance.
For example, in this data sheet there is a 100uF low esr capacitor with 1 ohm ESR and is rated at 100ma ripple current at 125C. The capacitors with lower ESR have higher ripple current ratings.
http://www.mouser.com/ds/2/315/ABA0000CE101-183196.pdf

If you exceed the ripple current rating the capacitor will degrade and fail. Choosing the proper input and output capacitors is an important part of switching converter design.
 
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