Load Tap Changing Control
نویسنده
چکیده
The control used for the tapchanger of an LTC transformer or step-voltage regulator is a prime illustration of electronic technology advances applied to the power industry. Electro-mechanical (balance-beam and induction disc), discrete static, integrated circuit static and now digital designs have evolved over the past forty years. This increased product sophistication has made possible many features beyond the primary objective of simple raise-lower commands in response to the measured secondary voltage. BASIC CONTROL This very basic LTC control, as routinely provided and as required by IEEE/ANSI standards, requires five basic setpoints. Three of these are used with every installation. Voltage Level (bandcenter) This is the voltage, spoken in terms of the 120 V basis of the control, which is desired to be held at the load. The load will usually be removed from the transformer, in which case the electrical distance to the load is defined by the line drop compensation settings. Simplistically, if LDC (see below) is set to zero, the voltage level is the output voltage of the LTC transformer. It is commonly required that the voltage at the load be held in the range of 114 V to 126 V although particular utilities may impose far more stringent criteria. Voltage Bandwidth Due to the voltage step change nature of the LTC output, there must be some range of voltage about the voltage level setting which is acceptable to the control and will be recognized by the control as being “in-band.” Thus, the bandwidth, also expressed in volts on the 120 V base is the total voltage range, one-half of which is allowed above, and one-half below the voltage level setting. There is always a minimum acceptable bandwidth setting, usually considered to be twice the voltage change per LTC step change, or 1.5 volts in the common system. In fact, 2.0 and 2.5 volts are the most common settings with 3.0 V and higher values being used where tight regulation is not required. Time Delay An intentional time delay is always included so as to avoid tapchanger operations when the voltage excursion outside of the bandwidth is of short duration. A good example case is that of a large motor starting on the system. The voltage level may be pulled low, but will be expected to recover in perhaps 15 seconds. To have made a raise tapchange for the short period would not significantly help in motor starting, and would require consecutive lowering operations after the motor came to speed, with attendant accelerated wear of the tapchanger. Consequently, the intentional delay is set, most often in the range of 30 to 60 seconds. Figure 1 depicts the voltage on the substation bus, VB, as a function of time without regard to line drop compensation. The tolerable voltage band is that within VBANDCENTER ±0.5 VBANDWIDTH. In time, the bus voltage will drop below the bandedge, at which time the time delay is initiated. At the completion of the established time delay period, the control delivers a command to the tapchanger drive motor. Tap changer action causes a step change of the voltage, bringing the voltage level “in-band.” Line Drop Compensation There are usually two settings associated with line drop compensation which provide the means to individually program the control to compensate for one—the resistive, and two—the reactive voltage drop on the line between the transformer and the load location. The difficulty in the use of LDC is that there is seldom a realworld situation applicable to the classical illustration of LDC application, i.e. a case where there is one distribution feeder of appreciable length, which is terminated in the only load for that feeder. In spite of this, LDC is often used with the recognition that the system may not be ideally suited for it.
منابع مشابه
Fuzzy Logic Controller to Improve the Coordination of Cascaded Tap Changers
The transformers which connect the different voltage levels in transmission and distribution systems are supplied with on-load tap changing mechanism. The on-load tap changer maintains the voltage amplitude within the predefined limits at the so called regulation bus. In a radial feeder, the on-load tap changers are cascaded. Poor coordination between cascaded tap changers causes improper volta...
متن کاملSystematic supervisory control solutions for under-load tap-changing transformers
Discrete-event systems (DES) can be found as essential integrated subsystems in many complex systems, e.g. electrical power systems. Under-load tap-changing (ULTC) transformers which obviously have discrete-event behavior are widely used in transmission systems to take care of instantaneous variations in the load conditions in substations. In this paper, the voltage control problem in ULTC is s...
متن کاملDiscrete-Event Supervisory Control for Under-Load Tap-changing Transformers (ULTC): from synthesis to PLC implementation
متن کامل
A Stochastic Search Algorithm for Voltage and Reactive Power Control with Switching Costs and ZIP Load Model
In power distribution systems, the goal of the voltage and reactive power control is to maintain acceptable voltage at all points along the distribution feeder under all load conditions. This should be done in the most costefficient manner. The control is usually conducted by switching devices such as shunt capacitors and transformer load tap changers in response to changing load conditions. Th...
متن کاملSolid - State On Load Tap - Changer for Transformer Using Microcontroller
The on-load tap changing (OLTC) regulators have been widely used since the introduction of electrical energy. They ensure a good regulation of the output voltage in presence of large variations of the input voltage with typical response time from several mili-seconds to several seconds. Earlier mechanical type of on load tap changers were into practice. But they had considerable limitations and...
متن کاملAnalysis of limit cycle stability in a tap-changing transformer
The paper analyses the nature of limit cycles induced through the interaction of transformer tap changing and load dynamics. Linearization of a Poincaré map is used to prove local stability. An approximation is introduced which allows the map to be formulated explicitly. An estimate of the region of attraction can then be obtained.
متن کامل