Asymmetrical Transposed Three Phase Transmission Line Inductance Calculator

Asymmetrical Transposed Three Phase Transmission Line Inductance Calculator

Asymmetrical Transposed Three Phase Transmission Line Inductance Calculator

This calculator estimates the per‑unit‑length inductance using: $$ L’ = 2 \times 10^{-7}\ln\!\left(\frac{D_m}{r’}\right) \quad\text{(H/m)} $$ with total inductance: $$ L_{\text{total}} = L’ \times L_{\text{line}} $$

* Input the line length (km), the three inter‑conductor distances (mm), and the conductor GMR (mm). Distances are converted to meters.

Step 1: Enter Parameters

e.g., 50 km

e.g., 300 mm

e.g., 350 mm

e.g., 400 mm

e.g., 10 mm

Formulas:
Geometric Mean Distance: $$ D_m = \sqrt[3]{D_{12}\,D_{23}\,D_{31}} $$
Inductance per unit length: $$ L’ = 2\times10^{-7}\ln\!\left(\frac{D_m}{r’}\right) \quad\text{(H/m)} $$
Total inductance: $$ L_{\text{total}} = L’ \times L_{\text{line}} $$