51-61غادة عادل Al-Khwarizmi Engineering Journal Al-Khwarizmi Engineering Journal,Vol. 13, No. 1, P.P. 51- 61 (2017) Simulation Model of Wind Turbine Power Control System with Fuzzy Regulation by Mamdani and Larsen Algorithms Ghada Adel Aziz Department of Electromechanics Engineering/ University of Technology Email: pghadasama@yahoo.com (Received 19 June 2016; accepted 22 January 2017) https://doi.org/10.22153/kej.2017.01.003 Abstract The aim of this work is to create a power control system for wind turbines based on fuzzy logic. Three power control loop was considered including: changing the pitch angle of the blade, changing the length of the blade and turning the nacelle. The stochastic law was given for changes and instant inaccurate assessment of wind conditions changes. Two different algorithms were used for fuzzy inference in the control loop, the Mamdani and Larsen algorithms. These two different algorithms are materialized and developed in this study in Matlab-Fuzzy logic toolbox which has been practically implemented using necessary intelligent control system in electrical engineering and renewable energy concepts. A comparison was done to access the functionality of the developed power control system of fuzzy logic and classical control system with PID – control. It can be concluded that the power control system of fuzzy logic allows to accurately maintain production under the control target function for each work area. When switching operation of wind turbines, it has the distinction that from 13.5 m/s to another wind velocity value, there is no overshoot and a typical of classical control systems, and when the wind velocity V is less than13.5 m / s, the pitch angle of the blades should be slightly greater than zero, and if it has increased by 5 °, then blade length should be minimal as possible. Simulation program proved the possibility of effective power regulation for the large wind turbines controller fuzzy type on the basis of knowledge production "if - then" rules, which were shown to be effective on these wind turbines control. Keywords: Mamdani and Larsen algorithms fuzzy inference, Matlab Fuzzy Logic ,Fuzzy-PID controllers, Wind turbine. 1. Introduction The development of wind power, combined with energy conservation measures in the field of wind energy in 2030 will be able to provide 29% of electricity demand in the world, because the statistical view has been showed this forecasting during the last 15 years especially the last one in the global annual installed wind capacity in 2015 has been reached to 63,013 MW.[ 1 ]. In recent years many researchers discuss the characteristics of the wind turbine and focus on the latest advances in wind energy modeling aerodynamic and wind control with methods of nonlinear, fuzzy and forecasting [2]. The aim is to control the angle of the wind turbine blades at different wind speeds and with the set of Matlab/ Simulink simulation environment software development controller for stable operation. Obviously fuzzy PID controller and fuzzy PI controller to produce better than these comparisons after modeling.[3]. Design synthesis of the vector control system yawn Fuzzy PID controller, system modeling using Matlab modeling software, and taking simulation test. Comparing the simulation curves with the general PID control and fuzzy PID control section, the result show that the synthesis of a fuzzy PID control system has a high performance stability [4]. PDF created with pdfFactory trial version www.pdffactory.com mailto:pghadasama@yahoo.com https://doi.org/10.22153/kej.2017.01.003 http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 52 A specific fuzzy controller takes into account both wind speed and errors acceptable correlation to obtain maximum performance efficiency. The turbine is able to maintain its power output around its nominal value, and at the same time maintain its rotation about the vertical axis of the movement system meaningless. Careful simulation tests to evaluate the effectiveness of the proposed system [5]. Application of the theory of fuzzy sets for control tasks Mamdani process in 1975 was carried out for the first time year. Mamdani has created a fuzzy controller for controlling the steam generator. Currently used in the Classical proportional plus integral plus derivative (PID) controllers are still the most widely adopted method in industry for various control applications, due to their simple structure, ease of design, and low cost in implementation, the best, nonlinear and adaptive management. Also, fuzzy sets of input and output variables should increase in order to have a better accuracy with more corrective action formulae .[6]. The Mamdani- type FIS uses the technique of defuzzification of a fuzzy output and has output membership functions, and the Mamdani method needs more computation time, and the results have fewer errors, but it is less flexible in system design as compared with others like Sugeno method ,because Sugeno can be integrated with ANFIS tool to optimize the output and has no output membership function [7]. The load system is simulated in the MATLAB/SIMULINK and the performance operated by PI Controller and Fuzzy logic controllers (FLC ) are compared and analyzed with 25-rules base stores the linguistic control rules which required by rule evaluator [8], and the decision making task can be carried on through a Fuzzy Logic Controller optimized Algorithm, which able to tune FLCs parameters minimizing, at the same time, the number of fuzzy rules may be Having three parameters for each triangular MF with three input and one output for the FLC, with The FIS composed by 27 rules is thus characterized the two FIS in the proposed FLC, will account for 126 real bounded values and it has got a good performance comparison [9]. A fuzzy inference system may have different shapes like triangular, trapezoidal, Gaussian, etc., the effect of membership function is studied and evaluated in the fuzzy logic controller and the performance comparison with a three different types of membership function in fuzzy logic controller [10], and for each membership functions In a fuzzy scale of five linguistic states of triangular type can be mapped into the values of Negative “ Large (NL), Negative Small (NS), Zero Error (ZE), Positive Small (PS) and Positive Large (PL) With the 5MFs 25 rules” which are formed and applied to the system used [11]. The Wind Power Vestas V27 – 225 is the Model wind turbine suggested with a Start-up wind speed: 3,5 m/s , Nominal wind speed: 14 m/s and Maximum wind speed: 25 m/s and the tail is able to turn the head to the wind wheel in the direction of the wind at his rejection at 10-20 °.are its characteristics [12]. 2. The Mathematical Modulation The mechanical power is calculated by understanding the calculation of the mechanical power through the wind turbines, which the Wind energy is transformed to mechanical power then it is converted to electrical power [13] : The force experienced. F=0.5ρAV2 …(1) And the rotor torque equation is given by T=0.5ρAV2 R …(2) Where here R= rotor radius. According to well-known relations aerodynamic moment Mp and power Pp propeller are uniquely determined by the frequency of rotation n and wind speed V (c considering the pitch angle of the blade) [14]: Mp = 0.5 M π R 3 ρ V2 …(3) Where n= ; ω =z ; pp =Mp ω Taken in to account the Cp is the performance coefficient of the turbine, ρ is the air density (Kg/m3), A is the turbine swept area (m2). V is the wind speed (m/s) ,which going to find the mechanical output power of the turbine (W) as [7]: Pp = 0.5 ρ Cp A V 3 …(4) Cp Ratio determines the efficiency of wind energy depends on the design and the propeller, the rotor speed and wind speed. It is given by: Cp = 0.5(z-0.022α 2-5.6)e-0.17 z …(5) 2.1. The Fuzzy Inference Mamdani Algorithm The rule base when the hypothesis of mutual independence of the variables is based on the rules of many inputs and one the output variable. In the fuzzy inference Mamdani algorithm , the rules are as follows [15]: If has and has and has , then y has , i= 1,2,3,…….n …(6) PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 53 the Cartesian product of fuzzy sets is given by : ( , ) = min ( ) , ( ) } …(7) The Fuzzy implication - operation min- conjunctions; T-rate - min-conjunctions; Accumulation of activated prisoners' rights - max- disjunction; Bringing to the definition - centroid method, the center of gravity method . The Mamdani algorithm has great robustness, clarity inference, but it creates a deformation nonlinear function accessories background α-section of the top, and the operation "center of mass" actually uses the median, that is not the purpose of fuzzy compiler model. Well suitable for modulating control, without the abrupt transitions between the values of the output variables. 2.2. The Fuzzy Inference Larsen Algorithm The rule base of the rules is based on many inputs and many output variables. In fuzzy inference Larsen algorithm, the rules are as follows [15] : If has and has and has , then has and has and has i = 1,2,3,….n …(8) the Cartesian product of fuzzy sets is given by : ( x, y ) = ( x ) . ( y) …(9) The Fuzzy implication- fuzzy multiplication of species;-T-rate - min-conjunction; Storage Activated opinions - max-disjunction. Bringing to the definition - for choosing a method of method of defuzzification. The findings of function supplies shrink, the base is not changes due to what has sharp transition between managers signals, robustness and adaptability. Well suitable for rapid -"Hard" regulation. 3. Fuzzy Control Rules and Controller Models Simulation in MATLAB FUZZY LOGIC A power control V-27 wind turbine, which is a model in Matlab Simulink program presented, fuzzy control power turbine system algorithm is used and consists of the transformation of the variables of fuzzy logic controller (wind speed and the angle between the position of the nacelle and the wind direction) in its output variables (the angle of attack of the blade, the blade length, angle of the nacelle) with the following interrelated processes: - Conversion of quantities of clear physical variables derived from measuring wind sensor parameters, the dimensionless linguistic variables; - Processing of linguistic variables according to the rule base; - Conversion of the output of the dimensionless variables of fuzzy controller into physical control actions In the MATLAB software package FUZZY LOGIC. The model consists of the following units: 2 input variables, rule base and 3 output variables as shown in fig.1 regulator functions in terms of the rules of "if - then " and thus can enforce a friendly and understanding person representation of knowledge. Fig. 1. Fuzzy control model with the algorithm Mamdani for all output values plots on the MATLAB GUI of a fuzzy logic controller. Algorithm used as a fuzzy implication operation uses "MINIMUM", aggregation clipped term set of preconditions produced "Maximum" operation. Bringing to the definition that is made a method of center of gravity , which is applied to all control loops. As shown in fig. 2 the power control models with different fuzzy inference algorithms. In the first controller has two output variables (the angle of attack and blade length) for the fuzzy inference which applies an algorithm Mamdani. In the second regulator output variable is the rotation of the nacelle, for fuzzy inference of this Larsen variable algorithm is used. . PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 54 Fig. 2. Models regulators for all output values plots on the MATLAB GUI of a fuzzy logic controller with different output algorithms. Accurate speed and wind direction is referred to as «Inl». AT Block «Input MF» shows the membership function of each term- a plurality of input variables. There is a clear statement of the value of the variable in all functions Facilities, which are the sum of the final curves. At finally calculated features - accessory of each term set. In other words, as far as the entrance is a clear value is "working" "High", "very high", "high mission". Further, the non-zero term-sets used in the «Rule» blocks as shown in fig 3. Fig. 3. Block diagram of a non-rigid type regulator. To indicate the requirements or conditions used "if" indicator output or conclusion - "then". It is usually prepared from a special knowledge or heuristics and appears as a set of If-Then rules. The rules are based on concepts of fuzzy inference and linguistic variables assumptions and implications . Fuzzy sets and fuzzy operator is the word of the materials and the fuzzy logic. Usually associated with the fuzzy rule is expressed as: IF x is N THEN y is M Where x and y are fuzzy variables and the fuzzy values are N and M.[16], In this wind turbine system ,the rule base consists of 16 rules, which has the form: If wind velocity V has N and ψ angle has Z, Then α has Z and Lblade has L and dψ has Z; According to the rules, inference method above and the fuzzy variable of input and output, The fuzzy control rules are obtained in table 1 as follow: Table 1, Rules table of fuzzy control. Model wind turbine power control system in the application of fuzzy inference algorithm is shown in fig. 4. As described above, This algorithm Mamdani and Larsen, The inputs of a fuzzy controller type are (from top to bottom as shown in fig.4): Wind speed, and the value created by the dynamic wind model , and the angle of misalignment between the position of the nacelle and the wind direction. And the value created by the sum of the angle of the wind direction and the angle of rotation of the nacelle. Controller outputs are: Blade angle of attack. Defines the utilization of wind energy; the length of the blade to change the swept area of the wind wheel. Area , and the angle of rotation of the gondola. Summing with the wind direction angle, determines angle error. The magnitude of the wind angle, obtained from the dynamic wind patterns, folded to the size of the angle of rotation of the nacelle. From the resulting angle of misalignment between the position and the direction of the nacelle wind calculated projection perpendicular to the plane of the propeller. The value of working in a cube of the wind is supplied to the fourth input. V ψ N H V H C r Z α = Z Lblade = L dψ = Z α = M Lblade = Z dψ = Z α = L Lblade = Z dψ = Z α = L Lblade = Z dψ = PL S α = Z Lblade = L dψ = Z α = S Lblade = Z dψ = Z α = M Lblade = Z dψ = Z α = L Lblade = Z dψ = PL M α = Z Lblade = L dψ = NS α = S Lblade = Z dψ = Z α = M Lblade = Z dψ = Z α = L Lblade = Z dψ = PS L α = L Lblade = L dψ = NL α = Z Lblade = Z dψ = Z α = S Lblade = Z dψ = Z α = L Lblade = Z dψ = Z PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 55 4. Simulation Results Design of fuzzy model begins with the definition of the functions supplies for the non- zero terms, linguistically characterize input and output variables . Input variables - wind speed V and the ψ angle between the wind direction and the position of the nacelle. In this way, you must define the membership function of the variable term-sets V wind speed range from 3 to 25 m / s. Membership functions term set wind speed are shown in fig.5. the membership functions of the variable the wind velocity Schedule. Fig. 5. The membership functions of the variable the wind velocity Schedule. wind velocity V N Н VH Сг 3.5 1 0 0 0 5 1 0 0 0 15 1 0,5 0 0 20 0 0,5 1 0,5 25 0 0 0,5 1 Fig. 4. The power control system structure of the wind turbine with a fuzzy inference algorithm. PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 56 The second input value of the controller model is the angle ψ between the position of the nacelle and the wind direction. Fig. 6. show that the numerical values of the membership functions of the variable term-sets "Angle ψ » in the range (0; 90). Fig. 6. The membership functions of the variable term-sets “Angle ψ “. Defined membership function sets the variable-term "Draft" in the range (0; 45) °. Fig.7 the Schedule attack membership functions is presented. Fig. 7. The membership functions of the variable “Angle α “. Fig. 8. Defined membership function sets the variable-term "Blade length L" in the range of (0, 1.3) m. Fig. 8. The membership functions of the variable term "Blade length L". Fig. 9 Defined membership function sets the variable term-angle rotating nacelle β Tom in the range of (-90, 90) °: angle nacelle deg Z S м L 0 1 0 0 0 20 0 1 0 0 45 0 0 0.5 0 60 0 0 0 0.5 90 0 0 0 1 pitch angle deg Z S м N L 0 1 0 0 0 0 3 0 0.5 0 0 0 5 0 1 0 0 0 10 0 0 0.5 0 0 15 0 0 1 0 0 20 0 0 0.5 0 0 25 0 0 0 1 0 30 0 0 0 0 0.5 45 0 0 0 0 1 Blade length m Z S м L 0 1 0 0 0 0.1 0.5 0 0 0 0.2 0 0.5 0 0 0.4 0 1 0 0 0.6 0 0.5 0 0 0.7 0 0 0.5 0 0.9 0 0 1 0 1 0 0 0.5 0 1.1 0 0 0 0 1.2 0 0 0 0.5 1.3 0 0 0 1 PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 57 Fig. 9. The membership functions of the variable term-angle rotating nacelle β. The mode that does not require power limitation of wind turbines, the angle of attack blades must match the optimum operating conditions. Fig.10 shows the variation of the pitch angle blade when using fuzzy controller type and PID - control. In this mode, it is necessary to maintain the pitch angle blade is equal to zero for the maximum utilization of wind energy. At fuzzy operation controller such as α = 0.3 °, with the functioning of PID - controller pitch angle blade changes slight range. Fig. 10. The variation of the blade angle of attack (pitch angle) when using fuzzy controller type and PID - control. The length of the additional blades of both types of regulators should maintained at the maximum value. It should be noted that the maximum value of the additional part of the blade length dL= 0.5 m on fig. 11. The mode that does not require limiting the power control loop length of the blade generates a command to maintain the maximum length to increase the swept area of the wind wheel. In operation, the controller of the fuzzy type increase in length of the blades is achieved "strong increase" command issued rules base. The graph shows that the length of the extra part of the blade is not equal maximum. This fact is explained by the form of the function Accessories-set term "blade length," which has a triangular view. the center of gravity method used to bring to the output values of the blade length, is capable of producing the maximum length for using membership functions of triangular form with vertex point dLmax Fig. 11. the length of the additional parts of the blade. In the low speed mode, the target wind control function Power is to develop the highest possible power. One of conditions for the maximum use of wind energy is the turn of the nacelle when the direction of the wind. Fig. 12. shows graphs changes in the β nacelle angle. β NL NS Z PS PL -90 1 0 0 0 0 -80 0,66 0 0 0 0 -70 0,33 0,33 0 0 0 -60 0 0,66 0 0 0 -50 0 1 0 0 0 -40 0 0,66 0 0 0 -30 0 0,33 0 0 0 -20 0 0 0,33 0 0 -10 0 0 0,66 0 0 0 0 0 1 0 0 10 0 0 0,66 0 0 20 0 0 0,33 0 0 30 0 0 0 0,33 0 40 0 0 0 0,66 0 50 0 0 0 1 0 60 0 0 0 0,66 0 70 0 0 0 0,33 0,33 80 0 0 0 0 0,66 90 0 0 0 0 1 PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 58 Fig. 12. graphs changes in the β nacelle angle. Rotate the nacelle both types of controllers is made the same way, due to the slow change in the wind direction and the effectiveness of the rotation of the nacelle to the maximum rate of wind energy is estimated as the angle of misalignment W between the position of the nacelle and the prevailing wind direction. At Modern wind turbines of high power nacelle rotation is the purpose of maintaining the angle ψ of less than 10 °. At an angle ψ <10 ° rotation of the nacelle for high power wind turbines are not implemented due to continued low wind variations. Aspiration reduce the value of the angle to the value ψ = 0 ° continuous rotation of the nacelle It can be dangerous for the mechanical strength of the wind turbine. The values of the angle of misalignment ψ are shown in fig. 13. at this chart shows that up to t = 10 s. ψ angles are increased to values of 10 °, further angle decreases to 2 ° and maintained at that level throughout the regulation time. Fig. 13. Angle ψ between the position of the nacelle and the prevailing wind direction dψ The capacity charts Wind turbines at a slow change in wind speed - «working slow» and fast change in the wind direction - «fast». Fig. 14 shows the power variation graphs of wind turbines, while the closest approximation to the maximum power regulator shows Larsen algorithm to change the angle of attack and blade length and algorithm Mamdani to rotate the nacelle. Fig. 14 the power variation graphs of wind turbines. 5. Discussion When developing a model of the power control system based on fuzzy logic, which allows to use different algorithms for control loops. This model allows to experimentally validate the theoretical propositions to improve the efficiency of power control. The power control system of the wind turbine based on fuzzy logic, the change in pitch angle and blade length are rotating nacelle regulator output values on fuzzy logic. The air density was adopted unchanged ρ = 1.009 kg / m3 , and The increase in air temperature from + 15 ° to + 30 ° reduces power by about 5%, and decrease with temperature + 15 ° to 0 ° , It increases the power of the wind flow around 6%. At constant air temperature change of atmospheric pressure from 770 to 730 mm Hg. reduces the flow rate of 7%. When a smooth change in the wind direction to pitch angle blade It maintained close to zero due to the high speed drive mechanisms for implementing the rotation of the blade. Thus, the use of fuzzy controller type allows you to maintain more accurate necessary pitch angle blade at low wind speeds mode. In an analysis of fig. 12 and fig. 13 get the following conclusion to t = 10 sec. ψ <10 °, so the nacelle rotation is not performed but when ψ > 10 ° rotation of the nacelle run loop and nacelle angles of rotation It can be seen in Fig. 12. One can argue about the correctness of the compiled rule base to rotate the nacelle and selected membership functions input and output values so ψ <10 ° over the entire range. The result of good regulation power is achieved using a regulator with Larsen algorithm for all circuits. The application shows the remaining two regulators least favorable result, due to a smooth withdrawal process control PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 59 signals Mamdani algorithm, not providing speed. The contour of the low power control algorithm Mamdani resource used for circuit with high resource used algorithm Larsen, and The results of calculations with fuzzy regulation showed that the power control system of fuzzy logic is most effective when using Larsen's algorithm for contour changes the pitch angle and blade length and Mamdani algorithm for contour turning the nacelle. In this model, when the controller supports fuzzy type a α = 0.3o , the rule base provides command "to set a value of zero.", and the pitch angle of the blade is constant throughout the control range, the functioning of the speed control loop is represented by the signal change rate limiting unit with the speed of rotation of the blade is limited to 8%, and the rotation of the nacelle up to 5 %. By comparing the results of the functioning of the developed power control system of fuzzy logic and classical control system with PID - control, it can be shown that the power control system of fuzzy logic allows to accurately maintain production under the control target function for each work area. and when switching operation of wind turbines from 13.5 m/s to another wind velocity there is no overshoot, typical of classical control systems, and the mode to maintain maximum utilization of wind energy capacity is observed increase by an average of 5%, in the power limit mode - achieved a close match the nominal power. 6. Conclusions 1. The power control system of the wind turbine parameters values issued by the regulator for certain values of the wind and the angle the ψ angle between the wind direction and the position of the nacelle. 2. It must be taken into account that the increasing and decreasing in air temperature, because it effects on the wind flow power. 3. Due to the rapid change in wind direction occur frequently fluctuation of the value of the pitch angle, the using of the PID - Regulator pitch angle of the blade is changed in a small range. 4. From the simulation program , it can be concluded that the wind turbine capacity of more than 200 kW corner nacelle rotation speed is limited to a value of 0.1 rad / s. and blade rotation is limited to 5-8% . 5. Theoretically and by calculation proved the possibility of effective regulation of the power of large wind turbine controller fuzzy type, functioning on the basis of production rules " if – then ". Notation pp Generated power output Cp Power Coefficient is the ratio of power extracted by the turbine to the total contained in the wind resource is taken equal to 0.4 ρ density of air A swept area of the wind wheel (m) V the velocity of the wind Z rapidity, one of the main parameters that characterize the wind turbines for «Vestas» is taken equal to 4.2 α Pitch angle ( blade angle of attack) ψ angle of misalignment between the position of the nacelle and the prevailing wind direction, d ψ ( change in its value) β Nacelle angle Lblade the blade length, dL( change in its value) n rotation frequency ω the angular velocity Mp the relative moment N working speed, corresponding to the second area of operation of wind turbines H high speed, corresponding to the beginning of the third wind turbine work area VH a very high rate, corresponding to the end of the third working zone wind turbines Cr critical speed corresponding to the request shutdown of wind turbines because of the high aerodynamic loads. Z zero value M the mean value D great value N normal value NL negative large change NS a small negative change PS positive small change PL positive large change r the minimum blade length R the maximum blade length PDF created with pdfFactory trial version www.pdffactory.com http://www.pdffactory.com http://www.pdffactory.com Ghada Adel Aziz Al-Khwarizmi Engineering Journal, Vol. 13, No. 2, P.P. 51- 61 (2017) 60 7. References [1] GWEC. Global Wind Statistics (2015) . www.gwec.net/, 2015 . [2] Luis Arturo Soriano, Wen Yu, and Jose de Jesus Rubio “Modeling and Control of Wind Turbine”, Mathematical Problems in Engineering Volume 2013 (2013), Article ID 982597, 13 pages, 2013. [3] Zafer Civelek , etc,” Control of Pitch Angle of Wind Turbine by Fuzzy Pid Controller”, Taylor & Francis Online. http://www.tandfonline.com/page/models-and- dates-explained , 2015. 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PDF created with pdfFactory trial version www.pdffactory.com http://www.gwec.net/ http://www.tandfonline.com/page/models-and http://www.thewindpower.net/turbine_en_20 http://www.pdffactory.com http://www.pdffactory.com )2017( 51-61 صفحة ،2العدد ،13المجلد الھندسیة الخوارزمي جلةم غادة عادل عزیز 61 توربینات الریاح مع منظمات ضبابیة بواسطة خوارزمیة على قدرة سیطرة نموذج محاكاة لنظام ممداني والرسن غاده عادل عزیز الجامعة التكنولوجیة / قسم الھندسة الكھرومیكانیكیة ghadasama@yahoo.com : االلكتروني البرید الخالصة مل ھو بناء منظومة سیطرة القدرة على التوربینات التي تعمل بقوة الریاح بأستخدام المنطق المضبب ، حیث تم فرض ثالث حلقات الھدف من ھذا الع ییم ووالتق تغییر زاویة میالن الریشة، تغییر طول نصل الریشة وتحویل الكنة، لقد تم استخدام قانون العشوائیة إلجراء التعدیالت: للسیطرة على القدرة ت للحظي الدقیق في تغیر ظروف الریاح ، حیث تم استخدام اثنین من الخوارزمیات المختلفة لألستدالل المضبب في حلقة السیطرة ، وقد استخدما لھذا الغرض ، لقد تم التحقق وتطویر ھذه الدراسة بواسطة ھذه الخوارزمیات المختلفة والتي وضعت في صندوق ادوات خوارزمیات ممداني والرسن والطاقات المتجددة والالزمة الكھربائیةالذي كان عملیا قد نفذت باستخدام مفاھیم انظمة السیطرة الذكیة في الھندسة المنطق المضبب و –برنامج الماتالب .للتطبیق في البرنامج ان النظام المضبب للسیطرة على واستنتج، PID - تمت المقارنة لفاعلیة عمل النظام المضبب المطور للسیطرة على القدرة مع نظام السیطرة الكالسیكي .القدرة یسمح بالحفاظ على دقة األنتاج تحت ظروف السیطرة المرغوبة لكل مساحة عمل و كیة،أنظمة السیطرة الكالسی ثا الى قیمة سرعة ریاح اخرى تم ایجاد حالة عدم ظھور حالة التخطي و نموذجیة/م13.5عندما یتم تشغیل توربینات الریاح من درجات ، 5من الصفر، اما أذا ازدادت بنسبة " ثا فأن زاویة میالن الریشة ینبغي ان تكون اكبر قلیال/م V> 13.5وجد ایضا انھ عندما تكون سرعة الریاح .فیجب ان یكون طول نصل الریشة الى اقل قیمة ممكنة على أساس استخدام قواعد إنتاج المعرفة لقدرة السیطرة على توربینات الریاح في النوع المضبب إمكانیة التنظیم الفعال استخدام برنامج المحاكاة في لقد أثبت .مثل ھذه التوربینات التي تعمل بقوة الریاح والتي اظھرت السیطرة الفعالة على" ثم - إذا " PDF created with pdfFactory trial version www.pdffactory.com mailto:ghadasama@yahoo.com http://www.pdffactory.com http://www.pdffactory.com