Three phase motor formula

📘 Essential Induction Motor Formulas (Quick Reference for Electrical Engineers) 1. High Inertia Loads (Acceleration Time & Torque) Acceleration Time (t): t = W K 2 × rpm 308 × T a v t = \frac{WK^2 \times \text{rpm}}{308 \times T_{av}} Required Torque (Tav): T a v = W K 2 × rpm 308 × t T_{av} = \frac{WK^2 \times \text{rpm}}{308 \times t} W K 2 WK^2 = Inertia in lb·ft² t t = Accelerating time in seconds T a v T_{av} = Average accelerating torque in lb·ft 👉 Usage: Use first formula if you know torque and want to find acceleration time. Use second formula if you know acceleration time and want required torque. Inertia Reflected to Motor J m o t o r = J l o a d × ( N l o a d N m o t o r ) 2 J_{motor} = J_{load} \times \left(\frac{N_{load}}{N_{motor}}\right)^2 2. Synchronous Speed, Frequency, and Poles Synchronous Speed: n s = 120 × f P n_s = \frac{120 \times f}{P} Frequency: f = P × n s 120 f = \frac{P \times n_s}{120} Number of Poles: P = 120 ×...