Soft Iron Core Functions in Inductor, Motor & Generator

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SUMMARY

The function of a soft iron core in inductors, motors, and generators is to significantly enhance the magnetic field produced compared to air or vacuum. The magnetic field strength B is determined by the formula B = μ_rμ_0(N·I/L), where μ_0 is the permeability of vacuum and μ_r is the core's permeability. Soft iron has a high permeability (μ_r up to 50,000), allowing for a magnetic field that is ten thousand times stronger than that of air. Additionally, soft iron does not retain magnetization when the current ceases, which is crucial for minimizing power losses in alternating current applications.

PREREQUISITES
  • Understanding of magnetic fields and their calculations
  • Familiarity with the concepts of permeability in materials
  • Knowledge of inductors, motors, and generators
  • Basic principles of alternating current (AC) systems
NEXT STEPS
  • Research the properties of ferromagnetic materials and their applications in electrical engineering
  • Study the differences between soft and hard magnetic materials
  • Learn about the design and optimization of inductors using soft iron cores
  • Explore the impact of core materials on the efficiency of AC motors and generators
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Electrical engineers, students studying electromagnetism, and professionals involved in the design and optimization of inductors, motors, and generators will benefit from this discussion.

momomo_mo
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I would like to know what is the function of soft iron core?
Is there a difference in function when inserting soft iron core in inductor , motor , generator ?
Thank you
 
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The function of an iron core is to produce a bigger magnetic field (as compared to the obtained without the core). For a long coil of length L and formed by N (big N) turns of wire and an intensity I, the magnetic field B is
B=\mu_r\mu_\circ{N\cdot I\over L}
Here \mu_\circ=4\pi10^{-7} is the permeability of vacuum.
\mu_r is the permeability of the core of the coil. If the core is just air, \mu_r=1, and you obtain the same B as in the vacuum. For almost all substances \mu_r \simeq 1. But for ferromagnetic ones (iron, nickel, cobalt, and a few more), \mu_r can be very big, 10 000 or even 50 000. You get a magnetic field ten thousand times bigger!
"Soft" [iron] means that once you the current drops to zero, the iron do not stay magnetized. This is important in motors and the like because in alternating currents (and fields) "hard" iron has power losses.
 
I see.Thanks for your information provided.
 

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