If the ratio of the outer radius to the inner radius of a rectangular toroid is doubled how does the energy stored change for a given current? Hint: the inductance of a rectangular toroid with N turns, a height h, and outer and inner radii R2 and R₁, respectively is MON²h L = -In 2π R₂ R₁ O The answer cannot be determined from the information given. ○ It stays the same. O It is reduced by half. ○ It quadruples. ○ It doubles.

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Chapter1: Units, Trigonometry. And Vectors
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If the ratio of the outer radius to the inner radius of a rectangular toroid is doubled how does the energy stored change for a given
current? Hint: the inductance of a rectangular toroid with N turns, a height h, and outer and inner radii R2 and R₁, respectively is
MON²h
L =
-In
2π
R₂
R₁
O The answer cannot be determined from the information given.
○ It stays the same.
O It is reduced by half.
○ It quadruples.
○ It doubles.
Transcribed Image Text:If the ratio of the outer radius to the inner radius of a rectangular toroid is doubled how does the energy stored change for a given current? Hint: the inductance of a rectangular toroid with N turns, a height h, and outer and inner radii R2 and R₁, respectively is MON²h L = -In 2π R₂ R₁ O The answer cannot be determined from the information given. ○ It stays the same. O It is reduced by half. ○ It quadruples. ○ It doubles.
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