Question

An infinite line current 2 Ampere (on the z-axis) and a triangular loop of current 5 Ampere if the loop is located at distance d from the infinite line current Derive the mutual inductance of between the two circuits as given the figure in the below.

          An infinite line current 2 Ampere (on the z-axis) and a triangular loop of
current 5 Ampere if the loop is located at distance d from the infinite line
current
Derive the mutual inductance of between the two circuits as given the
figure in the below.

An infinite line current 2 Ampere (on the z-axis) and a triangular loop of
current 5 Ampere if the loop is located at distance d from the infinite line
current
Derive the mutual inductance of between the two circuits as given the
figure in the below.

Added by Carolyn O.

University Physics with Modern Physics

Hugh D. Young 14th Edition

Instant Answer

Solved by Expert Sufiyan Alam

Step 1

First, let's consider the inductance between the infinite line current and one triangular loop. We can use the formula for the inductance of a straight wire segment: L = (μ₀ / 4π) * ∫(I * dl) / r where L is the inductance, μ₀ is the permeability of free space, I Show more…

Show all steps

Thanks for your feedback!

An infinite line current (I) along the z-axis and 4 triangular loops of current (I) if the loop is located at distance (d) from the infinite line current. Derive the actual inductance between the two circuits as given in the figure below. 24 54 45 Pd 44 Infinite Line F44 Current 3