How AC induction motors work
I previously covered how DC motors work, but AC induction motors are actually much more useful for homemade machines such as bandsaws. Induction motors are more difficult to understand. It was the wicked and insane genius Nikola Tesla who invented them. There is an extensive Wikipedia article on induction motors, so I'll try to keep this page simple.
Here I just pulled the rotor out of a small shaded pole induction motor (the type that would be used to power the fan inside the freezer part of a fridge). There are no electrical connections to the rotor. The rotor is also not a magnet, though it is attracted by a magnet.
Note the slanted lines on the rotor. These are actually a sort of short-circuit winding, made of aluminium, which has been cast in place (the light coloured disks at either end form part of this short circuit winding). This short circuit winding is key to what makes the motor work.
If the rotor is subjected to a changing magnetic field, a small voltage is induced in the windings. Because the windings are a short circuit, this causes a current to flow, which in turn creates a magnetic field that opposes the change in magnetic field. The windings effectively make for a rotor that, though magnetically permeable, resists rapid changes to its magnetic field.
A similar effect can be demonstrated by spinning an aluminium disk, and subjecting part of it to a magnetic field through the disk. As the spinning disk is held between the magnets attached to the metal bracket in this photo, it slows right down. Like in an induction motor rotor, the changing magnetic field induces a current flow in the aluminium, which in turn counteracts the change. The magnetic field through the disk trails behind the rotation, pulling it back, and stopping the rotation in short order (in fact, within a quarter turn of the disk). I recommend watching the video at the top of this article, it makes this much more clear.
Here I have a 10-pound weight attached to a pulley on the motor. Applying a few amperes to the windings of this half horsepower furnace motor is enough to cause the weight to drop very slowly. However, no matter how much current is applied, the weight will still drop slowly, because the rotor only resists a change in magnetic field, so the breaking effect only happens when the rotor turns.
So far, we have established that induction motors are good at not turning. But if the magnetic field moves, the rotor wants to turn with it. Going back to the example with the metal disk, if I move the magnets quickly past the disk, the disk starts spinning to follow the magnets.
If we spun the stator around the rotor, that would get the rotor spinning as well. But that would be useless as a motor.
Imagine current passed through the blue windings, so that pole 1 is North and pole 4 is South. Next, we pass current through the red windings so that 2 is North and 5 is South, then through green, making 3 North, and then again through blue, but in the opposite direction as before, so that 4 is North and 1 is south. This will create a rotating magnetic field.
In a real three-phase motor, we actually apply sine waves to all three windings simultaneously. The sine waves are all 60 degrees (or one sixth of a cycle) out of phase from each other so that North smoothly transitions from 1 to 2, 2 to 3, etc.
The stator creates a rotating magnetic field. The rotor will become passively magnetized by this field. But the rotor's short-circuit windings cause it to resist changes in magnetic field, so the rotation of the field in the stator will lag behind that in the rotor. With the angle of the field in the stator lagging behind, magnetic attraction will cause the rotor itself to turn, eventually at a speed close to, but not quite that of the rotating field in the stator.
I should add that in an actual three-phase transmission, the phases are 120° (one third of a cycle period) out of phase from each other, not 60°. But we can get 60° by taking the third phase, which is 240° degrees out of phase from the first and swapping the wires, which reverses it, or changes it's phase by 180°. 240 - 180 = 60. The phases are 120° degrees out of phase with each other so that the sum of the currents through all three phases always adds up to zero. That way, no current needs to flow through neutral (ground) conductor.
The operation of three-phase induction motors is easier to understand, but most houses only have single-phase AC. However, in North American 120 volt systems, single-phase power is often referred to as two-phase power, because there are two opposite phases of 120 volts. But these are 180 degrees out of phase. This makes for 240 volts between them, but doesn't get us any closer to a rotating field.
With single-phase, we can only make a field that goes back and forth. However, if we subject an induction motor rotor to a back and forth field, and it is already spinning, it will follow the back and forth, much like you can keep a flywheel and crank spinning by just pushing and pulling on a crank. But the alternating field won't be enough to get the motor spinning from a standing start.
In single-phase motors, getting the motor spinning usually involves some starting winding, which, though it doesn't exactly make a rotating field, at least makes an alternating field that has some rotational component to get the rotor started. For example in a shaded pole motor, we have some copper short-circuit winding on one side of each pole. The short-circuit winding resists changes in magnetic field, causing the change in magnetic field through the short-circuit winding to always lag behind that in the main pole.
This causes the rotor to be compelled to turn from the main pole towards the short circuited part as the magnetic field changes, because the shaded part will lag behind the main pole. With the rotor resisting changes in field as well, the field in the rotor, though aligned with the main pole, is behind, so it's attracted to the shaded part of the pole.
This effect even works if just DC pulses are sent into the motor. Provided that the motor rotates easily, each pulse will cause the rotor to turn by a few degrees.
When AC is applied, the motor runs continuously.
But the shaded poles don't provide very much starting torque. In fact, the torque produced by a stalled shaded pole motor is considerably less than when it's running near full speed. But it's enough to get the motor running.
In larger single-phase motors, 1/4 horsepower and up, starting is usually accomplished by an auxiliary winding. The auxiliary winding is either one with fewer turns and more resistance, or in series with a capacitor. Either method makes for a magnetic field slightly out of phase with the main field, thus adding a rotational component to the field, which is enough to get the motor started.
But the starter winding is usually inefficient, so most single-phase motors have a centrifugal switch which disconnects the starter winding once the motor is up to speed. This switch closing (reconnecting) again is what causes the "click" you hear from a lot of motors as they wind down, a second or two after having been turned off.
There are numerous ways that the starter winding on single-phase motors
can work. These include:
Two pole and four pole
In a four-pole motor, the stator at any time has two north and two south poles, with north and south always 90 degrees apart (thus, two north and two south poles are always opposite each other). The rotor becomes magnetized to this pattern. Only half a rotation is needed per cycle, and a four pole motor will run at 1725 to 1800 RPM for 60 Hz systems, and 1425 to 1500 RPM for 50 Hz systems.
Motors with more than four poles are much less common and only used for special applications. A typical "box fan" motor will have six poles, and a ceiling fan motor will have eight or more poles.
However, electronic variable frequency drives (VFD) are sometimes used with induction motors. A VFD re-synthesizes AC at different frequencies and feeds that into the motor so that the motor itself is still running at close to the speed of the magnetic field. Many newer (after 2000) lathes with electronically variable speeds use variable frequency drives.
Gyro effect explained
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