# Power Electronics: Wikis

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This article refers to the technology of power electronics. For the musical genre see power electronics

Power electronics is the applications of solid-state electronics for the control and conversion of electric power

## Introductions

Power electronic converters can be found wherever there is a need to modify the form of electrical energy (i.e modify its voltage, current or frequency). The power range of these converters is from some milliwatts (as in a mobile phone) to hundreds of megawatts (e.g in a HVDC transmission system). With "classical" electronics, electrical currents and voltage are used to carry information, whereas with power electronics, they carry power. Thus, the main metric of power electronics becomes the efficiency.

The first very high power electronic devices were mercury arc valves. In modern systems the conversion is performed with semiconductor switching devices such as diodes, thyristors and transistors. In contrast to electronic systems concerned with transmission and processing of signals and data, in power electronics substantial amounts of electrical energy are processed. An AC/DC converter (rectifier) is the most typical power electronics device found in many consumer electronic devices, e.g., television sets, personal computers, battery chargers, etc. The power range is typically from tens of watts to several hundred watts. In industry the most common application is the variable speed drive (VSD) that is used to control an induction motor. The power range of VSDs start from a few hundred watts and end at tens of megawatts.

The power conversion systems can be classified according to the type of the input and output power

## Principle

As efficiency is at a premium in a power electronic converter, the losses that a power electronic device generates should be as low as possible. The instantaneous dissipated power of a device is equal to the product of the voltage across the device and the current through it ($P=V\times I$). From this, one can see that the losses of a power device are at a minimum when the voltage across it is zero (the device is in the On-State) or when no current flows through it (Off-State). Therefore, a power electronic converter is built around one (or more) device operating in switching mode (either On or Off). With such a structure, the energy is transferred from the input of the converter to its output by bursts. To convert the power electronics by using rectifier

## Applications

Power electronic systems are found in virtually every electronic device. For example:

• DC/DC converters are used in most mobile devices (mobile phone, pda...) to maintain the voltage at a fixed value whatever the voltage level of the battery is. These converters are also used for electronic isolation and power factor correction.
• AC/DC converters (rectifiers) are used every time an electronic device is connected to the mains (computer, television,...). These may simply change AC to DC or can also change the voltage level as part of their operation.
• AC/AC converters are used to change either the voltage level or the frequency (international power adapters, light dimmer). In power distribution networks AC/AC converters may be used to exchange power between utility frequency 50 Hz and 60 Hz power grids.
• DC/AC converters (inverters) are used primarily in UPS or emergency lighting systems. When mains power is available, it will charge the DC battery. If the mains fails, an inverter will be used to produce AC electricity at mains voltage from the DC battery.

## References

• Issa Batarseh, "Power Electronic Circuits" by John Wiley, 2003.
• V. Gureich "Electronic Devices on Discrete Components for Industrial and Power Engineering", CRC Press, New York, 2008, 418 p.
• Editor: Semikron, Authors: Dr. Ulrich Nicolai, Dr. Tobias Reimann, Prof. Jürgen Petzoldt, Josef Lutz: Application Manual IGBT- and MOSFET-power modules, 1. edition, ISLE Verlag, 1998, ISBN 3-932633-24-5 online version

This article refers to the technology of power electronics. For the musical genre see power electronics

Power electronics is the application of solid-state electronics for the control and conversion of electric power.

## Introduction

Power electronic converters can be found wherever there is a need to modify a form of electrical energy (i.e. change its voltage, current or frequency). The power range of these converters is from some milliwatts (as in a mobile phone) to hundreds of megawatts (e.g. in a HVDC transmission system). With "classical" electronics, electrical currents and voltage are used to carry information, whereas with power electronics, they carry power. Thus, the main metric of power electronics becomes the efficiency.

The first very high power electronic devices were mercury arc valves. In modern systems the conversion is performed with semiconductor switching devices such as diodes, thyristors and transistors. In contrast to electronic systems concerned with transmission and processing of signals and data, in power electronics substantial amounts of electrical energy are processed. An AC/DC converter (rectifier) is the most typical power electronics device found in many consumer electronic devices, e.g. television sets, personal computers, battery chargers, etc. The power range is typically from tens of watts to several hundred watts. In industry the most common application is the variable speed drive (VSD) that is used to control an induction motor. The power range of VSDs start from a few hundred watts and end at tens of megawatts.

The power conversion systems can be classified according to the type of the input and output power

## Principle

As efficiency is at a premium in a power electronic converter, the losses that a power electronic device generates should be as low as possible. The instantaneous dissipated power of a device is equal to the product of the voltage across the device and the current through it ($P=V\times I$). From this, one can see that the losses of a power device are at a minimum when the voltage across it is zero (the device is in the On-State) or when no current flows through it (Off-State). Therefore, a power electronic converter is built around one (or more) device operating in switching mode (either On or Off). With such a structure, the energy is transferred from the input of the converter to its output by bursts. To convert the power electronics by using rectifier

## Applications

Power electronic systems are found in virtually every electronic device. For example:

• DC/DC converters are used in most mobile devices (mobile phones, PDA etc.) to maintain the voltage at a fixed value whatever the voltage level of the battery is. These converters are also used for electronic isolation and power factor correction.
• AC/DC converters (rectifiers) are used every time an electronic device is connected to the mains (computer, television etc.). These may simply change AC to DC or can also change the voltage level as part of their operation.
• AC/AC converters are used to change either the voltage level or the frequency (international power adapters, light dimmer). In power distribution networks AC/AC converters may be used to exchange power between utility frequency 50 Hz and 60 Hz power grids.
• DC/AC converters (inverters) are used primarily in UPS or emergency lighting systems. When mains power is available, it will charge the DC battery. If the mains fails, an inverter will be used to produce AC electricity at mains voltage from the DC battery.

## References

• Issa Batarseh, "Power Electronic Circuits" by John Wiley, 2003.
• V. Gureich "Electronic Devices on Discrete Components for Industrial and Power Engineering", CRC Press, New York, 2008, 418 p.
• Editor: Semikron, Authors: Dr. Ulrich Nicolai, Dr. Tobias Reimann, Prof. Jürgen Petzoldt, Josef Lutz: Application Manual IGBT- and MOSFET-power modules, 1. edition, ISLE Verlag, 1998, ISBN 3-932633-24-5 online version

# Wikibooks

Up to date as of January 23, 2010

### From Wikibooks, the open-content textbooks collection

Power Electronics is the study of switching electronic circuits in order to control the flow of electrical energy. Power Electronics is the technology behind switching power supplies, power converters, power inverters, motor drives, and motor soft starters.

## Power Electronic Devices

Diodes

Schottky Diodes

Thyristors

Silicon Controlled Rectifier (SCR)

Power Bipolar Junction Transistors

MOSFETs

Gate Turn-Off Thyristors

Insulated Gate Bipolar Transistors

Gate-Commutated Thyristors

AC-to-DC Converter (Rectifiers)

DC-to-AC Converter (Inverter)

DC-to-DC Converter (Chopper)

AC-to-AC Converter

## Soft Starters[1]

### Introduction

In industrial applications, almost everything uses a motor, in fact, motors may account for up to 80% of our country’s energy usage. There are generally three different ways to start a motor: full-voltage, reduced voltage, and inverter. A full voltage, across-the-line, or direct on-line (DOL) start uses a contactor, which is a heavier duty three-phase relay. Reduced voltage starting can be accomplished via several different ways: auto-transformer, wye-delta, primary resistor/reactor, or with a solid state soft starter. Inverters are generally referred to as drives. This paper focuses on solid state soft starters (referred to as soft starter only from here on): what they are, why they are used, their construction, and applications.

### What is a soft starter?

A soft starter is a solid state motor starter that is used to start or stop a motor by notching the voltage waveform, thereby, reducing the voltage to each phase of a motor and gradually increasing the voltage until the motor gets up to full voltage/speed all at a fixed frequency. The profile of the increase of voltage depends on the application. The voltage is reduced and controlled by 3 pairs of back-to-back silicon-controlled rectifiers (SCRs) (Fig. 1), which are a type of high speed thyristor. A soft starter takes the place of a contactor and can also take the place of an overload relay in a standard motor starting application. Fig. 1 demonstrates the configuration of a soft starter controlling a line or wye connected motor from a three-phase source.

Figure 1: Standard Soft Starter Topology

### Why use a soft starter?

In general, there are two reasons to use a soft starter: the power distribution network may not be able to handle the inrush current of the motor and/or the load cannot handle the high starting torque. As a rule of thumb, a motor utilizes around 600-800% of its full load current (FLA) to start. This current is referred to as inrush current or locked-rotor current. If a large motor is on a smaller power distribution network or on a generator system, this inrush current can cause the system voltage to dip or to “brown out.” Brown outs can cause problems with whatever else is connected to the system, such as computers, lights, motors, and other loads. Another problem is that the system may not even be able to start the motor because it cannot source or supply enough current. Most industrial businesses run during the day can be fined or charged extra (Peak Demand charges) during this peak usage time for large transients caused by large horsepower (HP) motor start ups. These Peak Demand charges can add up very quickly, especially if the motor needs to be started multiple times during any given day. The inrush current can be controlled one of two ways with a soft starter: either with a current limit (discussed later) or reduced linearly with the reduced voltage, and follows this approximation:

Applications such as conveyors may not be able to handle a sudden jolt of torque from an across-the-line start. Utilizing soft starters reduces the wear and tear on belts, conveyors, gears, chains, and gearboxes by reducing the torque from the motor. The torque decreases as a square of the reduced voltage, and follows this approximation:

Since soft starters are generally controlled and monitored by a microprocessor, a soft starter can add many features and protections fairly easily. It can offer a choice of the starting time, limited speed control, and energy savings. Power monitoring, such as three-phase current, three-phase voltage, power, power usage, power factor, and motor thermal capacity usage, can be implemented with current transformers, a voltage meter, and an internal clock. With the above implementations, protection, for the motor or the soft starter, from the items listed below (Table 1) can also be offered by stopping the firing of the SCRs, dropping out the bypass contactor (a contactor that carries the motor load after the motor is up-to-speed), and/or alerting a user via some form of communications with the microprocessor and another computer.

Possible protections that can be offered by a soft starter

• SCR Open Gate
• Phase Unbalance
• Power Loss
• Undervoltage
• Overtemperature
• Jam
• Phase Reversal
• Overvoltage
• Stall
• Excessive Starts/Hr
• Line Loss
• Ground Fault
• Bypass Failure

### Construction

Generally, a soft starter is constructed with three pairs of SCRs reverse parallel connected to allow the current to flow to or from the motor. Soft starters can be made by controlling just one or two phases, but this paper will focus on the most prevalent implementation, three-phase control. Each phase of a soft starter can be controlled with an SCR pair reverse parallel connected (Fig. 2), an SCR/diode pair reverse parallel connected (Fig. 3), or a triac (Fig. 4), depending on cost and/or quality. The most prevalent switch in industry is probably the SCR pair and will also be the focus of this paper. Soft starters are used almost exclusively for starting and stopping and not during the run time because of the heat loss through the SCRs from the voltage drop across them.

Figure 2: SCR Pair

Figure 3: SCR/Diode Pair

Figure 4: Triac

A standard assembly of a soft starter uses one SCR pair per phase and once the voltage gets to within approximately 1.1V of full voltage (depending on the voltage drop across the SCR) a bypass contactor (internal or external to the soft starter), running parallel to the SCR pairs, pulls in (Fig. 5). Once pulled in the SCRs stop firing. Typically, the bypass contactor is much smaller than compared to what is needed for a full voltage start as the contacts only need to be able to handle the full load current of the motor. Since the mechanical contacts cannot handle the inrush current, the SCRs must be sized correctly to handle the motor’s locked-rotor current.

Figure 5: Standard Soft Starter Topology With Bypass

The transition from SCRs to bypass should also be near full speed to minimize the jump in current (Fig. 6). Fig. 7 shows a transition at slow speed; the transition has a jump in current near the locked-rotor or starting current, defeating the purpose of a soft starter.

Figure 6: Near Full Speed Transition [7]

Figure 7: Low Speed Transition [7]

### Control

A soft starter reduces the voltage by “notching” the applied sinusoidal waveform, simulations of which can be seen in Figures 8-13. A notch is a non-technical term for the zero voltage area in the middle waveform seen in Fig. 9. Fig. 9 also shows the forward firing SCR pulses in green and the reverse firing pulses in blue to notch the output voltage. Fig. 10-13 show a progression from a 90º firing angle to 30º. As the notch decreases in size, the Vrms increases along with Irms. An initial voltage, determined by the user, is ramped up to full voltage by varying the firing angle depending on the preset profile of the soft starter. Soft starters can be controlled via open-loop or closed-loop control.

Figure 8: Single Phase Simulation

Figure 9: Single Phase Simulation (90º Firing Angles, Voltage, and Current)

Figure 10: 90º ~ 341Vrms

Figure 11: 70º ~ 405Vrms

Figure 12: 50º ~ 452Vrms

Figure 13: 30º ~ 469Vrms

### Open-Loop and Closed-Loop

An example of open loop control is the voltage ramp (Fig. 14), the voltage ramps from an initial voltage to full voltage in a linear fashion without regards to the load. Pump start is another form of open-loop control. The pump starter’s firing circuit ramps up the voltage with a profile that allows the speed/torque to ramp (Fig. 15) in a more efficient manner and helps protect against water hammering, a common problem in pump applications. Fig. 14-15 also show examples of soft stopping. Applications such as current limit (Fig. 16) use feedback from the motor or the line current/voltage to change the firing angle of the SCRs as necessary, hence closed-loop. All control schemes listed monitor back EMF of the motor as to not become unstable.

Figure 14: Voltage Ramp [7]

Figure 15: Pump Start [7]

Figure 16: Current Limit [7]

### Applications

Soft starters can be made for a reversing application by adding two extra SCR pairs that switch two phases. For example, line phase “b” is connected to load phase “c” and vice versa. L2 (“b”) is connected to T3 (“c”) and L3 (“c”) is connected to T2 (“b”) in Fig. 17. A delta configuration motor can also be controlled with a soft starter (Fig. 18), but it will see more current than a line connected motor. As a way to get around the larger current switching, a soft starter can be wired “inside the delta,” as can be seen in Fig. 19. Wiring in this configuration will allow the soft starter to control a larger motor than even line connected by a √3 advantage. For instance, an “inside the delta” soft starter can switch a 277A load versus a line connected soft starter needs to be able to switch 480A to control the same rated motor load. A disadvantage of “inside the delta” is that it requires six leads coming from the motor which can be an added expense with larger HP motors.

Figure 17: Reversing Soft Starter Topology

Figure 18: Delta Soft Starter Topology

Figure 19: "Inside the Delta" Topology

Above are some physical variations of soft starter applications. In contrast, kick starting and low speed ramps are some other applications that can be implemented via different programming of SCR firing angles.

Below are some calculated simulations of different applications of soft starters with high inertia loads. Table 2 holds the properties the motor simulated. Fig. 20-21 shows a general full voltage start for comparison with a motor that has a locked-rotor current LRA that is 600% of the FLA and a locked-rotor torque LRT or starting torque that is 180% of the full load torque. See Appendix Fig. 35 for an explanation of the %Current & % Torque vs. Speed curves. Table 2: Simulated Motor Motor Information Load Information Motor Type NEMA B Load Type High Inertia Rated HP 200 Load Inertia 36000 Rated Speed 1750 Load Speed 605 Frequency 60 %Load Factor 80%

1. of Poles 4 Motor Inertia 100

LRA % 600% %Inefficiency 30% LRT% 180%

Motors must be sized appropriately to have enough torque with respect to its load or the motor will not be able to start, irregardless of starter type.

Figure 20: Full Voltage Starting [8]

Figure 21: Full Voltage Starting [8]

As you can see in Fig. 22, the starting current is reduced from 600% to roughly 400% and the initial starting torque is set to 50%. The initial torque for this motor application cannot be any less than the load torque, or a stall condition may occur (discussed later).

Figure 22: Soft Start Motor Starting Characteristics [8]

In a current limit start (Fig. 23), the current is limited to a specified value, in this instance 450% of the FLA. The lowest level to which the current can be limited depends on the motor torque. Again, caution needs to taken in setting the current limit to make sure the motor torque does not dip below the load torque to avoid stall conditions.

Figure 23: Current Limit Motor Starting Characteristics [8] High Inertia Load Speed Characteristics Fig. 24-25 are for comparison to an across-the-line start.

Figure 24: Soft Start [8]

Figure 25: Current Limit Start [8]

### High Inertia Stall Conditions

A stall occurs when the motor torque cannot overtake the load torque and the motor cannot rotate. When this happens, the motor will draw more current than the FLA to try to turn the load, again, defeating the purpose of the soft starter. Motor stalls are possible if the motor torque dips below the load torque; for a high inertia load, the starting load torque is quite high and stays relatively high. Fig. 26-27 show possible stall conditions (highlighted by arrows) for a soft start or a current limit start. Fig. 26-27 and 32 may be slightly misleading because once the motor stalls the speed will not increase.

Soft Starter Settings Starting Type Soft Start Initial Torque % 40%

Figure 26: Soft Start Stall [8] Soft Starter Settings Starting Type Current Limit Initial Current% 300%

Figure 27: Current Limit Stall [8]

The pump application simulation uses the same motor characteristics as the previous high inertia application but is connected to a pump. A pump load starts with almost no load torque and it increases with speed. The red line in Fig. 28 shows the load torque. Motor Information Load Information Motor Type NEMA B Load Type Pump Rated HP 200 Load Inertia 36000 Rated Speed 1750 Load Speed 605 Frequency 60 %Load Factor 80%

1. of Poles 4 Motor Inertia 100

LRA % 600% %Inefficiency 30% LRT% 180%

The closer the motor torque can get to the pumps torque with out dipping below it, the more potential for energy savings. With almost no starting load torque a soft start can be set much lower than in a high inertia load. Fig. 28 is set to 2% of locked-rotor torque.

Figure 28: Pump Soft Start [8]

Using a current limit start with this application, the motor torque is kept closer to the load torque (highlighted by arrows) than with the soft start above (highlighted by arrows), allowing even more energy savings. Fig. 29 is set to 225% of the locked-rotor torque.

Figure 29: Pump Current Limit [8]

Pump Application Speed Characteristics Fig. 30-31 are speed vs. time curves for comparison to the across-the-line start.

Figure 30: Soft Start [8]

Figure 31: Current Limit [8]

### Pump Application Stall Conditions

With a pump application there is almost no starting torque, and the soft start option almost cannot fault. However, the current limit has an inherent dip in its starting profile, and again, caution must be taken to avoid stall conditions. Fig. 32 has a current limit set to 200% of the FLA and the motor starts to stall at around 50% of its full speed (highlighted by arrow).

Figure 32: Pump Stall [8]

### Conclusion

A soft starter is a versatile starter that can take many forms and be used to start many different applications. Along with protecting applications such as belt conveyors and saw mills, it can help save a great deal of energy by reducing the starting current and starting torque and help stop numerous conditions that are damaging to motors. Appendix

Figure 33: Kickstart Profile [2]

Figure 34: Low Speed and Low Speed Revering Profile [3]

Figure 35: Speed/Current vs. Torque Curve Explanation [4]

### References

2. Allen-Bradley Company, “Bulletin 150 Application and Product Guide,” Sept. 1998.
3. Allen-Bradley Company, “Bulletin 150 Application and Product Guide,” Sept. 1998.
4. Allen-Bradley Company, “Bulletin 150 Application and Product Guide,” Sept. 1998.
• [1] Larabee, J., Pellegrino, B., Flick, B., “Induction Motor Starting Methods and Issues,” IEEE PCIC-2005-24.
• [2] Lukitsch, W.J., “Soft Start Vs AC Drives – Understanding the Differences,” Proc. IEEE Annual Textile, Fiber and Film Industry Technical Conference Atlanta, GA, May 1999, pp. 1-5.
• [3] McElveen, R.F., Toney, M.K., “Starting High-Inertia Loads,” IEEE Trans. Ind. Appl., vol. 17, no. 1, January/February 2001
• [4] Unknown, “Soft Starters for Induction Motors,” 2002, http://www.lmphotonics.com/sstart.htm
• [5] Allen, J.P.C., “Starting Now: A review of reduced voltage ac motor starters.,” Proc. IEEE Annual Textile, Fiber and Film Industry Technical Conference Charlotte, NC, May 1992, pp. 1-10.
• [6] Mungenast, J., “Design and Application of a Solid-State AC Motor Starter,” IEEE Trans. Ind. Appl., vol. IA-12, no. 1, January/February 1976, pp. 39-42.