Calculating B of inductor operating in continuous conduction mode?

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SUMMARY

The discussion centers on calculating the magnetic flux density (B) of an inductor operating in continuous conduction mode, specifically using the formula B = V*t / (N*Ae). Participants debate whether to use half the time (1/2 t) for the voltage-time product (V*t) since the current waveform is a ramp that only increases during the first half of the cycle. The consensus indicates that the full length of t should be used for accurate calculations, as flux and current are directly proportional throughout the entire cycle.

PREREQUISITES
  • Understanding of inductor design principles
  • Familiarity with continuous conduction mode operation
  • Knowledge of magnetic flux density calculations
  • Basic grasp of electrical engineering concepts
NEXT STEPS
  • Research the implications of using V*t in magnetic flux density calculations
  • Explore the characteristics of ramp waveforms in electrical circuits
  • Study the relationship between current and magnetic flux in inductors
  • Learn about advanced inductor design techniques for continuous conduction mode
USEFUL FOR

Electrical engineers, coil designers, and students studying inductor behavior in continuous conduction mode will benefit from this discussion.

hobbs125
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Hello everyone,

I am working on a coil design and have a question.

The coil is meant to operate in continuous conduction mode, so the current waveform is a ramp waveform.


B=V*t / N*Ae

When calculating V*t do I use 1/2 t (since the current only increases for the first half of the ramp waveform) or do I use the full length of t?
 
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hobbs125 said:
Hello everyone,

I am working on a coil design and have a question.

The coil is meant to operate in continuous conduction mode, so the current waveform is a ramp waveform.


B=V*t / N*Ae

When calculating V*t do I use 1/2 t (since the current only increases for the first half of the ramp waveform) or do I use the full length of t?


Flux and current are in proportion ;
...so just multiply current by a constant ?


but probably I misunderstand.
 

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