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1、-Information ControlAutomatic ControlAutomatic control has played a vital role in the advance of engineering and science. In addition to its e*treme importance in space-vehicle systems, missile-guidance systems, robotic systems, and the like, automatic control has bee an important and integral part
2、of modern manufacturing and industrial processes. For e*ample, automatic control is essential in the numerical control of machine tools in the manufacturing industries, in the design of autopilot systems in the aerospace industries, and in the design of cars and trucks in the automobile industries.
3、It is also essential in such industrial operations as controlling pressure, temperature, humidity, viscosity, and flow in the process industries.Since advances in the theory and practice of automatic control provide the means for attaining optimal performance of dynamic systems, improving productivi
4、ty, relieving the drudgery of many routine repetitive manual operations, and more, most engineers and scientists must now have a good understanding of this field.Control engineering is based on the foundations of feedback theory and linear system analysis, and it integrates the concepts of network t
5、heory and munication theory. Therefore control engineering is not limited to any engineering discipline but is equally applicable to aeronautical, chemical, mechanical, environmental, civil, and electrical engineering. For e*ample, a control system often includes electrical, mechanical, and chemical
6、 ponents. Furthermore, as the understanding of the dynamics of business, social, and political systems increases, the ability to control these systems will also increase.A control system is an interconnection of ponents forming a system configuration that will provide a desired system response. The
7、basis for analysis of a system is the foundation provided by linear system theory, which assumes a cause-effect relationship for the ponents of a system. Therefore a ponent or process to be controlled can be represented by a block, as shown in Figure 8.1. The input-output relationship represents the
8、 cause-and-effect relationship of the process, which in turn represents a processing of the input signal to provide an output signal variable, often with a power amplification.In general, control systems can be categorized as being either open-loop or closed loop. The distinguishing feature between
9、these two types of control systems is the use of feedback parison for closed-loop operation.1Open-loop Control SystemAn open-loop control system utilizes a controller or control actuator to obtain the desired response, as shown in Figure 8.2. An open-loop system is a system without feedback, simples
10、t form of controlling devices. Figure 8.3 illustrates a simple tank-level control system. We wish to hold the tank level h within reasonable acceptable limits even though the outlet flow through value V1 is varied. This can be achieved by irregular manual adjustment of the inlet flow rate by valve V
11、2. The system is not a precision system,as it does not have the capability of accurately measuring the output flow rate through valve V1 ,the input flow rate through valve V2, or the tank level. Figure 8.4 shows the simple relationship that e*ists in this system between the input (the desired tank l
12、evel) and the output (the actual tank level). This control system does not have any feedback parison,and the term open loop is used to describe this absence.Figure 8.3 Tank-level control systemOutput(actual tank level)OuputInputFigure 8.1 Process to be controlledProcessOutputActuatingdeviceProcessDi
13、sireouputresponseFigure 8.2 An open-loop systemhControl system(valueand operator)Input(desiredtank level)Figure 8.4 Tank-level control system black diagram2Closed-loop Control SystemIn contrast to an open-loop control system, a closed-loop control system utilizes an additional measure of the actual
14、output to pare the actual output with the desired output response. The measure of the output is called the feedback signal. A simple closed-loop feedback control system is shown in Figure 8.5. A feedback control system is a control system that tends to maintain a prescribed relationship of one syste
15、m variable to another by paring functions of these variables and using the difference as a means of control.OutputparisonControllerProcessDesire outputresponseMeasurementFigure 8.5Close-loop control systemClosed-loop control systems derive their valuable accurate reproduction of the input from feedb
16、ack parison. An error detector derives a signal proportional to the differences between the input and outputThe closed-loop control system drives the output until it equals the input and the error is zeroAny differences between the actual and desired output will be automatically corrected in a close
17、d-loop control systemThrough proper design the system can be made relatively independent of secondary inputs and changes in ponent characteristicsFigure 8.6 illustrates an automatic tank-level control version of the system shown in Figure 8.3. It can maintain the desired tank level h within quite ac
18、curate tolerances even through the output flow rate through value V1 is varied. If the tank level is not correct,an error voltage is developedThis is amplified and applied to a motor drive that adjusts value V2 in order to restore the desired tank level by adjusting the inlet flow rateA block diagra
19、m analogous to this system is shown in Figure 8.7. Because feedback parison is present,the term closed-loop is used to describe the systems operation. Input(desiredtank level)h+v-vPoweramplifierMotordriveFloatErrorFigure 8.6Automatic tank-level control systemPower amplifierTankFloatMotordriveFigure
20、8.7 Black diagram of automatic tank-level control systemOutput(actual tank level)Error+-Due to the increasing ple*ity of the system under control and the interest in achieving optimum performance, the importance of control system engineering has grown in the past decade. Furthermore, as the system b
21、ee more ple*, the interrelationship of many controlled variables must be considered in the control scheme. A block diagram depicting a multivariable control system is shown in Figure 8.8.The introduction of feedback enables us to control a desired output and can improve accuracy, but it requires att
22、ention to the issue of stability of response.ControllerProcessMeasurementDesiredoutputresponseOutputvariablesFigure 8.8Mulutivariable control systemMicrocontrollerA microcontroller (sometimes abbreviated C, uC or MCU) is a small puter on a single integrated circuit containing a processor core, memor
23、y, and programmable input/output peripherals. Program memory in the form of NOR flash is also often included on chip, as well as a typically small amount of RAM. Microcontrollers are designed for embedded applications, in contrast to the microprocessors used in personal puters or other general purpo
24、se applications. Microcontrollers are used in automatically controlled products and devices, such as automobile engine control systems, implantable medical devices, remote controls, office machines, appliances, power tools, toys and other embedded systems. By reducing the size and cost pared to a de
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