Magnetic circuit for Saturable reactor

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SUMMARY

The discussion focuses on calculating the current in a coil around side B of a magnetic circuit with a saturable reactor, given a known current in coil C and a target flux density of 0.6T in the vertical limbs. The core is square, with sides A and D having equal cross-sectional areas, and sides C and B also having equal cross-sectional areas. Key equations mentioned include the relationship between flux, reactance, and current, specifically F = flux * reactance. The user seeks assistance in establishing a relationship to solve for the current i2 in coil B.

PREREQUISITES
  • Understanding of magnetic circuits and flux density
  • Knowledge of reactance in electrical circuits
  • Familiarity with coil configurations and their properties
  • Basic principles of electromagnetism and Faraday's law
NEXT STEPS
  • Research the calculation of reactance in magnetic circuits
  • Study the principles of saturable reactors and their applications
  • Learn about the relationship between current, flux, and magnetic fields
  • Explore advanced topics in electromagnetic theory and coil design
USEFUL FOR

Electrical engineers, physics students, and professionals working with magnetic circuits and saturable reactors will benefit from this discussion.

bobber_adam
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I have a problem that has a common core and two wound coils. The core is square with sides A and D opposite and C and B opposite. Side A and D have the same cross sectional area and side C & B have the same cross sectional area. Sides C and B have the coil around them. I know the current in the coil around C and I need to determine the current in the coil around B to produce a flux density of 0.6T in The two vertical limbs(C and B). I also know the core lengths and turns of each coil.



My question: I can find the reactance in each length, I can find the flux in each length from Coil 1, I can find the flux in each length in terms of i2 from coil 2. I know that F=flux * reactance. I do not know which terms will be equal to find a relationship to solve for i2. any help would be appreciated.
 
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*bump* Moving over from Introductory Physics.

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