Toroid: Definition, Diagram, Magnetic Field, Formula, Applications
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Toroid: Definition, Diagram, Magnetic Field, Formula, Applications
Toroid is defined as the circular ring with numerous turns of enamelled wire. Learn about the difference between solenoid and toroid and their similarities. Also, learn about the magnetic field of toroid and its formula along with applications here.
May 6, 2021
Toroid Geometry
SOLVED: A toroid is formed by winding a wire which carries current with N turns. The toroid has a mean radius R, and a cross-section radius Tc which is smaller than R. Using Ampere's law, derive an expression for B inside the toroid as the function of radial distance r which is the distance from the center of the toroid. Again, draw a figure with an amperian loop, direction of the path, and the direction of the magnetic field.Toroid:R = mean radiusTc = cross-section radiusN = 2000 turnsI = 2AR =
SOLVED: A toroid is formed by winding a wire which carries current with N turns. The toroid has a mean radius R, and a cross-section radius Tc which is smaller than R. Using Ampere's law, derive an expression for B inside the toroid as the function of radial distance r which is the distance from the center of the toroid. Again, draw a figure with an amperian loop, direction of the path, and the direction of the magnetic field.Toroid:R = mean radiusTc = cross-section radiusN = 2000 turnsI = 2AR =
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