Induction motors are robust and reliable and are used in all industries across the globe. Various methods are followed to start induction motors, out of which star-delta starters are the most commonly used ones to reduce the starting current.
When an induction motor is started directly online, it tends to draw a starting current ranging between 6 to 10 times its normal full load current. It can result in voltage sags. A star-delta starter can help to reduce this starting current by 33%.
Note: In order to start a motor using a star-delta starter, both ends of each of the three windings of the motor must be brought to the terminal box as shown below:
Parts of a star-delta starter
A star delta starter consists of a following parts.
- Fuse or circuit breaker – For short circuit protection.
- Contactors – For switching.
- Star-delta timer – to switch between star and delta connection.
- Overload relay- For overload protection.
Working of star-delta starter
Figure 1 shows the circuit diagram of a typical star delta starter. As mentioned earlier, apart from protection fuses (F1), overload relay (F2), the circuit consists of three contactors – a line or main contactor (K1), a delta connection contactor (K2), and a star connection contactor (K3). The terminals (U1, V1, W1) are connected to K1 through F2 & (U2, V2, W2) K2 and K3.
During start-up, K1 and K2 are closed to connect the winding in a star configuration. After a time delay, K2 is opened and K3 is closed to connect the windings in the delta configuration. When connected K2 is closed, the phase voltage is applied across the motor terminals.
Let’s calculate the starting current reduction achieved using star-delta starter:
For a delta connection,
VLine = Vphase
So the applied voltage is equal to the voltage measured across the winding. But the current varies as below:
ILine = 1.743 x Iphase
For a delta connection,
VLine = 1.743 x Vphase
(i.e.) Vphase = 0.577 x VLine
The voltage measured across each winding is 0.57 times the applied voltage. But the line and the phase currents remains equal.
ILine = Iphase
Lets consider a motor having a winding impedence of 10ohms. Let 400V be the voltage applied across the winding.
When in delta configuration,
VLine-delta = Vphase-delta = 400V
Iphase-delta = 400/10 = 40A
ILine-delta = 1.743 x 40A = 70A – (Result-1)
When in star configuration,
VLine-star = 0.577 x Vphase = 230V
Iphase-star = 230/10 = 23A
ILine-star = Iphase-star = 23A – (Result-2)
Comparing Result-1 and Result-2:
ILine-delta / ILine-star = 70A/ 23A = 3
(i.e.) ILine-delta = 3 x ILine-star (or) ILine-star = 0.33 x Line-delta
From the above calculation, it is evident that the starting current flow from the mains while in the star configuration is one-third of that in the delta configuration.
The control circuit controls the switching of contactors and transition from star to delta configuration. A typical circuit consists of a fuse, start(S1) and stop (S0) pushbuttons, star-delta timer (K4), and auxiliary contacts of overload relay and contactors.
Under normal conditions (F1, F2, and F3 are healthy), when S1 is pressed, timer coil K4 will pick up and it energizes the coil of the contactor K2, and that in turn energizes the coil of line contactor K1. This will drive the motor in the star configuration. The NO contact of K1 is wired parallel to S1 such that the circuit remains latched until S0 is pressed.
After the time duration set on the star delta timer, the K2 coil is de-energized and K3 is energized and the motor runs in the delta configuration. When S0 is pressed or during overload trips or F1 fuse blown outs, the coils of the contactor K1 and K3 de-energizes and the motor stops.
Star contactor (K2) and Delta contactor (K3) are electrically interlocked using NC contacts, such that both contactors are never closed at a time. Additionally, they are also mechanically interlocked. This makes sure that the coil of K2 is energized only when K3 is open and the coil of K3 is energized only when K2 is open.
Since the starting current is reduced by the factor of three, the starting torque also reduces by the factor of 3. The characteristics of current and torque during start, run and transition from star to delta are shown in the figure below.
Open transition star-delta starting
The circuit that we have discussed earlier (Figure 1A) is that of an open transition star-delta starter. If you closely observe, the motor is disconnected during the transition from star to delta configuration. Meaning that the starter momentarily disconnects from the motor and reconnects in a delta configuration.
The transition may result in transient currents and torque dependent on the magnitude of back EMF generated by the rotor at the instant of the closure of the delta contactor. It is easier, cost-effective, and widely used than the closed transition starting.
The following are the four stages of open transition starting:
- Off Stage
- Star stage
- Transition Stage
- Delta stage
Closed transition star-delta starting
In closed transition, the transition for the star to delta configuration is achieved without disconnecting the motor. In order to achieve that, an additional three-pole contactor and three resistors are required. This contactor is closed before opening the star contactor and open after closing the delta contactor. By doing so, the transition current can be limited.
The following are the stages of open transition starting:
- Off State
- Star Stage – Main contactor and Star contactor will be closed.
- Transition state – Transition contactor is closed and star contactor is opened.
- Delta stage – Delta contactor is closed and transition contactor is opened.
Advantages and disadvantages of star-delta starters
- The cheapest method to start a motor.
- The starting current is reduced to 33% of direct online starting current.
- Better torque per ampere of line current than other starters.
- Star-delta starters do not require any voltage reduction equipment.
- Torque reduced to 1/3 of direct online starting torque.
- Six terminal motor required.
- Break-in supply to the motor during the transition from star to delta.
- More cable is required.