Calculate Conduction Power Loss

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SUMMARY

The discussion focuses on calculating conduction power loss in electrical components, specifically diodes and IGBTs. The power loss formulas used are I²R and V²/R, with specific values provided: a diode voltage drop of 0.7V, a current of 100A, and resistances of 0.01 ohm for the diode and 0.02 ohm for the IGBT. The total calculated power loss is 124.5W using the first method, while an alternative method yields 170W by treating the diode as a combination of a fixed voltage drop and a resistive component. The confusion arises from the differing approaches to calculating power loss.

PREREQUISITES
  • Understanding of electrical power loss calculations (I²R and V²/R)
  • Familiarity with semiconductor devices, specifically diodes and IGBTs
  • Knowledge of voltage drop characteristics in diodes
  • Basic circuit analysis skills
NEXT STEPS
  • Study the characteristics of diode voltage drop versus current
  • Learn about IGBT conduction losses and their calculation methods
  • Explore the impact of temperature on diode resistance and power loss
  • Investigate the VI curve for diodes and its implications on power loss calculations
USEFUL FOR

Electrical engineers, power electronics specialists, and students studying semiconductor device behavior and power loss calculations will benefit from this discussion.

jaus tail
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Homework Statement


upload_2016-9-26_19-34-49.png


Homework Equations


power loss = I2R
power loss = V2/R

The Attempt at a Solution


voltage across diode is 0.7V, current is 100A. resistance = 0.01 ohm.
Power loss is I2R - 100 * 100 * 0.01
= 100 W
Power loss across IGBT = V2/R. V across IGBT = V across Diode = 0.7.
R for IGBT = 0.02 ohm
So loss is 0.7 * 0.7 / 0.02 = 24.5W
Total loss is 100 + 24.5 is 124.5 W

But they've done something like:
No current through IGBT
Conduction loss = VtIav + Irms2Ron
= 0.7 * 100 + 1002 * 0.01 = 170W.

Why did they do V * T + I2R? Shouldnt they do either one? and I'm not sure which one.
 
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Look at the VI curve for the diode. As the current increases the potential drop across the diode junction will increase beyond 0.7 V. So the effective resistance of the diode rises and the power loss increases, too.

See if you can't write an expression for the junction potential drop versus current.
 
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Oh yeah... (v2-v1)/(i1-i1) = .01

So (v2 - 0.7 / (100 - 0) = .01
This gives V2 as 1.7 V.
So power loss is V * I = 1.7 * 100 is 170 W.
Well we get same answer. I guess the way the book has gone about solution is confusing.
 
Good.

They chose to treat the diode as two components in series. The first being the fixed potential drop 0.7V and the second a resistance. They summed the power associated with each.
 
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