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The document describes three positions of vectors IA, IB, and IC, where IA is positive in position 1, IB is negative and IC is 0 in position 2, and in position 3 IB and IC have switched signs, with IC now negative. It also states that when the vectors are subjected to a rotation, the resultant vector remains the same.
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7.3.2
Electric motors work by using magnetic fields to turn electrical energy into mechanical energy. They have coils of wire that create magnetic fields when current flows through them. The interaction between these magnetic fields and permanent magnets causes the shaft inside the motor to rotate, providing rotational motion or torque. Electric motors are used in many devices from fans and drills to electric vehicles.
7.4.6
This document describes how to calculate the rotor frequency of a two-pole, 50 Hz induction motor with a rotor speed of 2850 rpm. It first finds the slip speed as 3000 rpm, then calculates the slip as 5%, and uses this to determine the rotor frequency is 2.5 Hz.
7.4.5
The rotor frequency of a motor can be calculated using the formula fr = fs x % Slip, where fr is the rotor frequency, fs is the stator frequency, and % Slip is the percentage difference between the rotor and stator frequencies. The document provides the formula to calculate rotor frequency based on stator frequency and slip.
7.4.4
An induction motor running at 1440 rpm on a 50 Hz supply has a slip speed of 60 rpm, as its synchronous speed is 1500 rpm but its actual rotor speed is 1440 rpm. The percentage slip is calculated to be 4%, found by taking the slip speed as a percentage of the synchronous speed. The slip reduces from 100% at standstill during starting towards 0% if the rotor could reach synchronous speed.
7.4.2
To calculate the synchronous speed of an induction motor in revolutions per minute, use the formula Srpm = 120 x F/P, where Srpm is the synchronous speed, 120 is a constant, F is the supply frequency in cycles per second, and P is the number of motor winding poles. For example, for a 4-pole motor connected to a 60 Hz power supply, the calculation is Srpm = 120 x 60/4 = 1800 rpm.
7.4.1
The document describes how to find the speed at which the magnetic field of a two pole machine rotates around the stator when connected to a 50 Hz supply. It states that 50 Hz equals 50 cycles per second, so the speed of rotation is 50 revolutions per second, which equals 3000 revolutions per minute.
7.3.3
A two-pole, three-phase motor has six poles that alternate between north and south. The poles are arranged so that there are always two poles of opposite polarity directly across from each other on the stator. The rotating magnetic field produced by the three-phase power causes the rotor to turn in sync with the rotating field.
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7.3.6
- 1. IA positive IB - negative ! IC = 0
- 2. !
- 3. Ic Resultant Ib Position 1 Ic Ib Position 2
- 4. IA positive IB - =0 ! IC = negative
- 5. Ib Ic Position 3
- 6. E F A D B C rotation resultant vector remains the same