Question

An unconventional conductor consists of three strands arranged vertically.

1.704r, 1564r, and 1.764r.

Find the GMR in terms of the radius r of 1.704r.

Answer 1

The GMR (Geometric Mean Radius) of the unconventional conductor in terms of the radius r of 1.704r is approximately 117.8622 * r.

Step-by-step explanation:

The GMR (Geometric Mean Radius) can be found by taking the square root of the product of the three strand radii.

GMR = √(1.704r * 1564r * 1.764r)

GMR =√(1.704 * 1564 * 1.764) * r

GMR ≈ 117.8622 * r

Therefore, the GMR in terms of the radius r of 1.704r would be approximately 117.8622 * r.