- Synchronous machines are one of two types: the stationary ﬁeld or the rotating dc magnetic ﬁeld. The stationary ﬁeld synchronous machine has salient poles mounted on the stator—the stationary member. The poles are magnetized either by permanent magnets or by a dc current.
- The armature, normally containing a three-phase winding, is mounted on the shaft. The armature winding is fed through three slip rings (collectors) and a set of brushes sliding on them. This arrangement can be found in machines up to about 5 kVA in rating.
- For larger machines—all those covered in this book—the typical arrangement used is the rotating magnetic ﬁeld. The rotating magnetic ﬁeld (also known as revolving-ﬁeld) synchronous machine has the ﬁeld-winding wound on the rotating member (the rotor), and the armature wound on the stationary member (the stator).
- A dc current, creating a magnetic ﬁeld that must be rotated at synchronous speed, energizes the rotating ﬁeld-winding. The rotating ﬁeld winding can be energized through a set of slip rings and brushes (external excitation), or from a diode-bridge mounted on the rotor (self-excited).
- A synchronous generator is an electrical machine producing alternating emf (Electromotive force or voltage) of constant frequency.
- The synchronous motor operates at a precise synchronous speed, and hence is a constant-speed motor. Unlike the induction motor, whose operation always involves a lagging power factor, the synchronous motor possesses a variable-power-factor characteristic and hence is suitable for power-factor correction applications.
- A synchronous motor operating without mechanical load is called a compensator. It behaves as a variable capacitor when the field is overexcited, and as a variable inductor when the field is under-excited. It is often used in critical positions in a power system for reactive power control.
- Rotating-armature type
- Rotating-field type
- The armature winding is on the rotor and the field system is on the stator.
- The generated current is brought out to the load via three (or four) slip-rings.
- Insulation problems, and the difficulty involved in transmitting large currents via the brushes, limit the maximum power output and the generated electromagnetic field (emf).
- This type is only used in small units, and its main application is as the main exciter in large alternators with brushless excitation systems.
- The armature winding is on the stator and the field system is on the rotor.
- Field current is supplied from the exciter via two slip-rings, while the armature current is directly supplied to the load.
- This type is employed universally since very high power can be delivered.
- Unless otherwise stated, the subsequent discussion refers specifically to rotating-field type synchronous machines.
- Cylindrical-rotor (non-salient pole) machines and
- Salient-pole machines
- The cylindrical-rotor construction is used in generators that operate at high speeds, such as steam-turbine generators (usually two-pole machines).
- This type of machine usually has a small diameter-to-length ratio, in order to avoid excessive mechanical stress on the rotor due to the large centrifugal forces.
- The salient-pole construction is used in low-speed alternating current (AC) generators (such as hydro-turbine generators), and also in synchronous motors.
- This type of machine usually has a large number of poles for low-speed operation, and a large diameter-to-length ratio.
- The field coils are wound on the bodies of projecting poles.
- A damper winding (which is a partial squirrel-cage winding) is usually fitted in slots at the pole surface for synchronous motor starting and for improving the stability of the machine.
Flux Density Distribution in the air gap & the induced EMF in the Phase winding of Two pole & Four pole Machine
BASIC OPERATION OF THE SYNCHRONOUS MACHINE
- In the above pictorial representation “Developed” view of a four-pole stator, showing the slots, the poles, and a section of the winding. The section shown is of one of the three phases. It can be readily seen that the winding runs clockwise under a north pole, and counterclockwise under a south pole. This pattern repeats itself until the winding covers the four poles. A similar pattern is followed by the other two phases, but located at 120 electrical degrees apart.
Schematic view of a two-pole generator with two possible winding conﬁgurations
- Two parallel circuits winding
- A two series connected circuits per phase.
- On the right, the three phases are indicated by different tones.
- Here we can see that some slots only have coils belonging to the same phase, while in others, coils belonging to two phases share the slot.
When the ideal machine is connected to an inﬁnite bus, a three-phase balanced voltage (V1) is applied to the stator winding (within the context of this work, three-phase systems and machines are assumed).
As described above, it can be shown that a three-phase balanced voltage applied to a three-phase winding evenly distributed around the core of an armature will produce a rotating (revolving) magneto-motive force (MMF) of constant magnitude (Fs). This MMF, acting upon the reluctance encountered along its path, results in the magnetic ﬂux (φs) previously introduced.
The speed at which this ﬁeld revolves around the center of the machine is related to the supply frequency and the number of poles is NS called as Synchronous Speed by the following expression
Ns = 120/P
f = electrical frequency in Hz
P = number of poles of the machine
Ns = speed of the revolving ﬁeld in revolutions per minute (rpm)
Phasor Diagrams of Cylindrical-Rotor Ideal Machine
- If no current is supplied to the dc ﬁeld winding, no torque is generated, and the resultant ﬂux (φr), which in this case equals the stator ﬂux (φs), magnetizes the core to the extent the applied voltage (V1) is exactly opposed by a counter electromotive force (Cemf) (E1).
- If the rotor’s excitation is slightly increased, and no torque is applied to the shaft, the rotor provides some of the excitation required to produce (E1), causing an equivalent reduction of (φs). This situation represents the under-excited condition shown in condition no load (a) in above figure.
However, this section presents an introductory discussion of the synchronous machine, and thus the motor mode of operation is also covered. If a braking torque is applied to the shaft, the rotor starts falling behind the revolving-armature-induced magnetomotive force (MMF) (Fs). In order to maintain the required magnetizing MMF (Fr) the armature current changes. If the machine is in the under-excited mode, the condition motor in the Figure (a) represents the new phasor diagram.
On the other hand, if the machine is overexcited, the new phasor diagram is represented by Motor in Figure (b). The active power consumed from the network under these conditions is given by
Active power=V1×I1×cosϕ1 (per phase)
- If the braking torque is increased, a limit is reached in which the rotor cannot keep up with the revolving ﬁeld. The machine then stalls. This is known as “falling out of step,” “pulling out of step,” or “slipping poles.” The maximum torque limit is reached when the angle δ equals π/2 electrical.
- The convention is to deﬁne δ as negative for motor operation and positive for generator operation. The torque is also a function of the magnitude of φr and φf. When overexcited, the value of φf is larger than in the under-excited condition.
- Therefore synchronous motors are capable of greater mechanical output when overexcited. Likewise, the under-excited operation is more prone to result in an “out-of-step” situation.
- Let’s assume that the machine is running at no load and a positive torque is applied to the shaft; that is, the rotor ﬂux angle is advanced ahead of the stator ﬂux angle. As in the case of motor operation, the stator currents will change to create the new conditions of equilibrium.
- If the machine is initially underexcited, condition (a) in Figure.
- On the other hand, if the machine is overexcited, condition (b) in Figure.
- It is important to note that when “seen” from the terminals, with the machine operating in the underexcited mode, the power factor angle (ϕ1) is leading (i.e., I1 leads V1).This means the machine is absorbing reactive power from the system. The opposite occurs when the machine is in the overexcited mode.
- As for the motor operation, an overexcited condition in the generating mode also allows for greater power deliveries. As generators are normally called to provide VARs together with watts, they are almost always operated in the overexcited condition.
A 3-φ synchronous machine is double excited AC machine. Its field winding is excited by a DC source and its armature winding is excited by AC source.
where f = Supply frequency, and p = Number of poles
Apparent power and Power factor
Two factors limiting the power of electric machines are
- Mechanical torque on its shaft (usually, the shaft can handle much more torque)
- Heating of the machine’s winding.
The practical steady-state limits is set by heating in the windings. The maximum acceptable armature current sets the apparent power rating for a generator
If the rated voltage is known, the maximum accepted armature current determines the apparent power rating of the generator
The power factor of the armature current is irrelevant for heating the armature windings.
Synchronous Machine Ratings
The purpose of ratings is to protect the machine from damage. Typical ratings of synchronous machines are voltage, speed, apparent power (kVA), power factor, field current and service factor.
- Voltage, Speed, and Frequency: The rated frequency of a synchronous machine depends on the power system to which it is connected. The commonly used frequencies are 50 Hz (Europe, Asia), 60 Hz (Americas), and 400 Hz (special applications: aircraft, spacecraft, etc.). Once the operation frequency is determined, only one rotational speed in possible for the given number of poles.
The change in frequency would change the speed. Since Ea= Kφω, the maximum allowed armature voltage changes when the frequency changes. Specifically, if a 60 Hz generator will be operating at 50 Hz, its operating voltage must be derated to 50/60 or 83.3 %.
Synchronous Machine Temperature Rating
The maximum temperature rise that a machine can stand depends on the insulation class of its windings. The four standard insulation classes with they temperature ratings are:
- A – 60oC above the ambient temperature
- B – 80oC above the ambient temperature
- F – 105oC above the ambient temperature
- H – 125oC above the ambient temperature
The higher the insulation class of a given machine, the greater the power that can be drawn out of it without overheating its windings.
Note: The overheating is a serious problem and synchronous machines should not be overheated unless absolutely necessary. However, power requirements of the machine not always known exactly prior its installation. Because of this, general purpose machines usually have their service factor defined as the ratio of the actual maximum power of the machine to the rating on its plate. For instance, a machine with a service factor of 1.15 can actually be operated at 115% of the rated load indefinitely without harm.All the Best
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