المؤلفون / Authors
الملخص / Abstract
الكلمات المفتاحية / Keywords
أقسام الملف
1-مقدمة
2-التأثيرات الفنية للتوليد الموزع على نظام حمايات شبكة التوزيع المضيفة
3-حماية شبكات التوزيع الشعاعية
4-الخوارزمية المقترحة لفقدان تنسيق الحمايات بعد إضافة التوليد الموزع
5-أنماط ربط وحدات التوليد الموزع الريحية مع نظام التوزيع
6-تحليل ونمذجة شبكة كهربائية مرجعية شعاعية
7-النتائج |
دراسة وتحليل أثر إضافة التوليد الموزَّع الريحي على نظام الحمايات في شبكات التوزيع الكهربائية |
Studying and analyzing the influence of integration of Wind distributed generation on the protection system in the electrical distribution networks |
الناشر : جامعة دمشق |
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م. رغد طبَّاع ، د.م. فؤاد صالحة ، أ.د. مصطفى الحزوري![](/mag/conference/FCKBIH/ORCID_iD_svg.png) |
Eng. Raghad Tabbaa , Dr.Eng. Fouad Salha , Prof. Mostafa AL-Hazoury |
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الملخص
برز في السنوات الأخيرة تطور اتسم بتوصيل وحدات توليد مختلفة الاستطاعة مباشرة بشبكات التوزيع، أطلق على هذه الوحدات اسم التوليد الموزع وقد شاع استخدامها بشكل كبير في الآونة الأخيرة نتيجة الحاجة لزيادة وثوقية التغذية الكهربائية والقيود على إنشاء خطوط نقل وتوزيع جديدة وتخفيف الأثر السلبي على البيئة.
إلا أنَّ دمج مصادر التوليد الموزع ضمن الشبكات الكهربائية أدى إلى تغيير هيكلية هذه الشبكات بتحويلها من نظم غير فعالة Passive)) - كما هو الحال في نظم القدرة الكهربائية التقليدية التي تعتمد جريان الاستطاعة باتجاه واحد - إلى نظم فعالة Active))، كما أدى إلى حدوث تأثيرات فنية على أداء هذه الشبكات حيث تؤثر الاستطاعة المحقونة من المصادر الجديدة على جريان الحمولة وانعكاسه في بعض فروع الشبكة، مما يقتضي تطوير نماذج وخوارزميات رياضية وحلول مناسبة لتحقيق التحكم الأمثل بأداء المنظومة المستضيفة للمولدات الموزعة.
وبناءً عليه تم في هذا البحث التوجه لدراسة أثر ربط المولدات الريحية والتي تشكل النسبة الأكبر من مصادر التوليد الموزع المضافة إلى الشبكات الكهربائية على نظام الحمايات، وذلك عن طريق وصل مصدر توليد ريحي إلى شبكة توزيع شعاعية وإجراء تحليل لجريان الحمولة ضمن الشبكة المفروضة وحساب تيارات الأعطال وتيارات تعيير حواكم الحماية من التيار الزائد (Over Current Relay) ، ومن ثم إجراء عملية النمذجة باستخدام بيئة MATLAB/SIMULINK لكل مكون من مكونات الشبكة.
ولتحليل أثر إضافة هذه المولدات قمنا بتنفيذ مجموعة من الأعطال المختلفة بعدة نقاط من الشبكة ومقارنة النتائج قبل وبعد إضافة التوليد الموزع وذلك عند حالات مختلفة لاستطاعات العنفات الريحية وأماكن ربطها.
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![](data:image/png;base64,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) |
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الكلمات المفتاحية: تيار العطل، التوليد الموزع، حواكم الحماية من التيارات الزائدة، المولد الريحي، بيئة الماتلابـ |
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Abstract
In recent years, generating units of different capacities have been connected directly to the distribution networks, these units have been called distributed generation (DG), and their use has become widespread in recent times as a result of the need to increase the reliability of electrical supply and the restrictions on establishing new transmission and distribution lines and mitigating the negative impact on the environment.
However, the integration of distributed generation sources within the electrical networks led to a change in the structure of these networks by converting them from passive systems _as is the case in traditional electric power systems that depend on the flow of power in one direction_ to active systems.
Technical effects on the performance of these networks, where the power injected from the new sources affects the load flow and its reflection in some branches of the network, which necessitates the development of mathematical models and algorithms and appropriate solutions to achieve optimal control of the performance of the system hosting the distributed generators.
Since Wind DG constitutes the largest proportion integrated with distribution networks, This paper discusses the impact of Wind Turbine DG on the protection system, by a simulation case study a wind generation source has been connected to a radial distribution network, an analysis of the load flow, the calculation of fault currents, and the design of overcurrent protection.
The simulated system was modeled using the MATLAB/SIMULINK.
To analyze the effect of adding these generators, we implemented a set of different faults at several points of the network and compared the results before and after adding distributed generation at different cases of wind turbines capacities and their connection locations.
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Keywords: Fault Current, Distributed Generation, Over Current Relay, Wind Turbine, Matlab- Simulink. |
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1- مقدّمة: |
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مع تطور الأنظمة الكهربائية الحديثة خلال المدة الماضية وعلى الرغم من الامتداد الهائل لها إلا أنها حافظت على فلسفة واحدة لهيكلية منظومة القدرة التي تتسم بجريان الاستطاعة باتجاه رئيسي واحد يبدأ من محطات الطاقة الكهربائية ذات المولدات المركزية الكبيرة وصولاً إلى محولات التوزيع والدارات النهائية حيث يتم توزيعها على المستهلكين بجودة مقبولة تحت الشروط النظامية، مع ضمان حماية النظام عند تعرض الشبكة للأعطال. |
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لكن مع السعي لتحقيق شبكات مستدامة قليلة الانبعاثات وتعزيز تكامل التقنيات الخضراء مع تقنيات التوليد التقليدية، ونتيجة الطلب المتزايد للمستهلك على الكهرباء والقيود على إنشاء خطوط نقل وتوزيع جديدة، برز في السنوات الأخيرة تطور اتسم بتوصيل وحدات توليد مختلفة الاستطاعة مباشرة بشبكات التوزيع، أطلق على هذه الوحدات اسم التوليد الموزع |
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[1] DG (Distributed Generator). |
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يضيف التوليد الكهربائي الموزع الكثير من النقاط الإيجابية للنظام الكهربائي المضيف، حيث يؤمن هذا النوع من التوليد تحسين جودة الطاقة الكهربائية من خلال مشاركته في خدمات النظام الكهربائي (system service)، كما أن القيام بمشاريع التوليد الموزع على مراحل كونه مؤلف من عدة وحدات منفصلة من الميزات التي تشجع المستثمرين على الدخول في الاستثمار في هذا المجال. من جهة أخرى، يملك التوليد الكهربائي الموزع المعتمد على الطاقات الأولية المتجددة تأثيراً سلبياً على نظام القدرة من ناحية عدم القدرة على حساب و التنبؤ بالاستطاعة المولدة و بالتالي عدم القدرة على تخطيط وحساب الأحمال الكهربائية بشكل دقيق و كذلك الأمر بالنسبة لحساب الاحتياطي الكهربائي. يسبب عادة دخول التوليد الكهربائي الموزع في سويات توتر التوزيع انعكاس لجريان الاستطاعة في بعض فروع الشبكة بالإضافة إلى مساهمته في تيارات الأعطال وبالتالي تغير تنسيق الحمايات في الشبكات الكهربائية، كنتيجة لذلك حدوث اضطراب في عمل نظام الحماية المنسق بدون وجود التوليد الموزع و بالتالي حدوث ما يسمى بالفصل الخاطئ للحمايات[3]. |
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2- التأثيرات الفنية للتوليد الموزع على نظام حمايات شبكة التوزيع المضيفة: |
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تفترض معظم أنظمة حماية شبكات التوزيع التقليدية أن جريان الاستطاعة يتم من جهة التوتر الأعلى باتجاه شبكة التوتر المنخفض، وبالتالي يتم تصميم حواكم الحماية وتعييرها ليتم فصل الحماية الأقرب إلى العطل دوناً عن غيرها لتحقيق الانتقائية والوثوقية وجودة التغذية الكهربائية. |
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أما في حال إضافة توليد موزع إلى شبكة التوزيع فإن تيار العطل الذي تراه الحاكمة قد ينقص أو يزداد وذلك حسب موقعها ومكان حدوث العطل، وحتى يتم تحقيق تنسيق مناسب بين الحمايات، يجب الأخذ بعين الاعتبار التيار المقدم من جميع المولدات الموزعة ومن نقاط تغذية الشبكة، وقد يخلق هذا مشاكل متتابعة بسبب الطبيعة المتقطعة لمعظم تيارات المولدات الموزعة[3]. |
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سيتم ذكر أكثر المشاكل المرتبطة بنظام الحمايات نتيجة تضمين التوليد الموزع ضمن شبكة التوزيع وهي[7],[4]: |
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التغير في جريان الحمولة: إن تضمين التوليد الموزع يغير من اتجاه جريان الحمولة المفروض والمصمم عليه الشبكة، مما يسبب خلل في أنظمة الحماية العادية، ويؤثر مباشرة على الانتقائية والحساسية بحيث تحدث حالات عمى في الحمايات كأن لا تعمل حماية الجزء المعطل نتيجة نقصان التيار الذي تراه الحاكمة أو حدوث تضليل في الحمايات كأن تعمل حماية جزء سليم نتيجة زيادة التيار الذي تراه الحاكمة بسبب وجود التوليد الموزع. |
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زيادة في تيارات القصر (Increase in Short Circuit level): إن تأثير التوليد الموزع على قيم تيارات القصر يتبع حجم وموقع هذه المولدات، وبالتالي فقدان في تنسيق نظام الحماية المصمم سابقاً نتيجة الزيادة أو النقصان في تيار العطل الذي تراه الحاكمة. |
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الفصل الخاطئ للمغذيات (Faults Tripping of feeders): يؤدي وصل التوليد الموزع إلى فصل الأجزاء السليمة من الشبكة نتيجة العمل الخاطئ للحمايات، مثلا عند حدوث عطل في أحد فروع الشبكة، من الممكن أن تساهم وحدة التوليد المربوطة إلى المغذي الآخر بتيار عطل كبير، وفي حال تجاوزت هذه المساهمة مستوى تيار تعيير الحماية يؤدي إلى عملها وفصل الجزء السليم قبل فصل الجزء المعطل وتحسس الحماية الخاصة به. |
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الفصل الخاطئ للمولد الموزع (DG Nuisance tripping of DG): تطلق هذه الظاهرة على خروج التوليد الموزع من الشبكة بشكل مفاجئ، إما نتيجة اضطراب في الأحمال كخروج أحد الأحمال الكبيرة عن الخدمة والمغذاة من التوليد الموزع مما يستدعي حقن هذه الطاقة كاملة ضمن الشبكة وبالتالي العمل الخاطئ للحمايات دون وجود عطل نتيجة زيادة تيارات التعيير للحمايات، أو نتيجة حدوث عطل أدى لفصل التوليد الموزع وبالتالي فقدانه من الشبكة المضيفة مما ينتج عنه تأخر في عمل الحمايات. |
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حالات الجزيرة غير المقصودة (Unintentional Islanding): تحدث حالات الجزيرة إما بسبب فصل قاطع معين بسبب عطل واستمرارية التغذية من التوليد الموزع لوحده، أو بسبب أعمال الصيانة لأحد المغذيات، وبالتالي خروج التوليد الموزع من الشبكة المضيفة وفقدان تنسيق الحمايات. |
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ظاهرة عمى الحمايات (Blinding of protection): ويعني فقدان حساسية حاكمة الحماية في ظروف العطل بعد ربط التوليد الموزع، حيث يساهم في تيار العطل كل من وحدة التوليد الموزع بالإضافة إلى الشبكة وذلك حسب هيكلية الشبكة وممانعتها بالإضافة إلى نوع وموقع واستطاعة المولد الموزع، فمثلاً عند ربط المولد الموزع لباسبار قريب من الشبكة الرئيسية يسبب نقص في مساهمة تيار العطل من الشبكة، وبسبب هذا النقص لن تصل الحماية لقيمة تيار التعيير ولن تتحسس لفصل العطل، ولتخفيف هذا النوع من التعارضات يجب تخفيض تيار التعيير للحمايات بعد إضافة التوليد الموزع. |
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نماط ربط وحدات التوليد الموزع .ايات سيتم التركيز عليه في هذه المقالة |
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![](data:image/png;base64,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) |
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3- حماية شبكات التوزيع الشعاعية[5]: |
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تتعرض خطوط نقل القدرة إلى الأعطال بدرجة كبيرة مقارنة مع التجهيزات الأخرى، الأمر الذي يجعل اختيار الحماية المناسبة لهذه الخطوط أكثر تعقيداً من مسألة تأمين حماية المولدات في محطات التوليد والمحولات في محطات التحويل، لأن حماية الخطوط من واجبها أن تخفف تأثير الأعطال على بقية أجزاء الشبكة إلى أقل قدر ممكن مما يتطلب العمل بسرعة فائقة وبانتقائية عالية للمحافظة على استقرار الشبكة والاستثمار الكلي لها. |
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تعد الحماية بالتيار الزائد الأعظمي (Over Current Relay) أكثر أنواع الحماية بساطة ورخصاً ولذلك تحظى باستخدام واسع في حماية خطوط النقل والمولدات والمحركات والمحولات، وإن أهم ما يجب أن تحققه حاكمة الحماية بالتيار الأعظمي عند حماية الشبكة الشعاعية مطلبين هما: الإظهار الصحيح للحظة نشوء العطل على الشبكة من خلال قيمة محددة لتيار التشغيل، والانتقائية، ولتحقيقهما يتم تعيير الحاكمة بالطريقة الصحيحة من حيث الزمن والتيار لضمان التنسيق والعمل الصحيح. |
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تقسم الحماية من التيار الزائد إلى ثلاثة مجموعات اعتماداً على خصائص التشغيل (T-I Curve)، هي: |
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1- الحماية من التيار الزائد اللحظية (Definite Current or Instantaneous - 50 Element). |
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2- الحماية من التيار الزائد الزمنية (Definite Time/Current or Definite Time - 51 Element). |
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3- الحماية من التيار الزائد العكسية الزمنية (Inverse Time – 51 Element): |
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يطلق عليها أحياناً IDMT Over Current Relay (Inverse Definite Minimum Time): |
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يمتاز هذا النوع بزمن تشغيل متناسب عكساً مع تيارات العطل بحيث تفصل الحماية بزمن أقل عند تيارات القصر العالية، وبالتالي تجنب المساوئ الأساسية للنوعين السابقين وتحقيق انتقائية أكبر. |
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) 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الشكل (1) خواص الحماية من التيار الزائد الزمنية العكسية |
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في هذا النوع من الحمايات يجب ضبط قيمتين هما: |
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- تيار التعيير للحاكمة (Current _Pick-up or Plug or Tap_ Setting). |
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- زمن تشغيل الحاكمة (Time Dial Setting). |
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وتصنف وفقاً لسرعة عملها وبالتالي ميل المنحني إلى: |
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عكسي عادي Normal Inverse |
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عكسي جداً Very Inverse |
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عكسي حاد Extremely Inverse |
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عكسي بزمن طويلLong Time Inverse |
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تختلف معادلات ومنحنيات ومسميات قيم تعيير الحواكم الزمنية بين الكود الأمريكي (ANSI-IEEE) والكود البريطاني (IEC-BS)، وفق ما هو ملاحظ: |
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pqU5597j/kno9n+4GTyKpUzFu6kei2QXw0ZyFHt64gPkNL2aU4stU3P/hk586deHldm06orqSRrJKzb+ePvDB8Mq/HhDB6YAzPDJ9KtRG8vHzYueOXh6u8B0zOxbMU1Qg4OTnVp3kplWjyU1nz0160Bams2rQbvaaAOXOX0qx9F3x8GrF9zRckl5jQtnljPnxrCPl6B9Z/Mo7zGks2r5yLReMojqz7mLjLhnqbNPWu60Muv2H6JJFhUpbKDzuPc+X0DlZvOURZdjI/HEjh1WciGTr0/9Bc/SV3b9GbFR+/ztcfjqZll2fIzzrP8yOn4+cgMHLcByjd3TF19MHU0YenevXCyVpK6869CHaoZd6y9VSrc1i6MZa2QQ7MWfgNcVtXsHx/GuFKU344cBYnRd3E4fc9O7H3UIKgIzExBScn53px7TyVOJjeOAWUIJdbsOS7H4nfvIiWXZ6hUF2Nu5cXh3fuoOohBSc80o4goHk7xo8fi4+z9bVEScMPnqEd8TSrJFNjxoCnu9YXO5aUxrKNezj5248cXruUuPRMtHoT+r35EYunDLt1hxJJ/R9TKxusTWXo9Xqad+yDWeUVNGbePN211Q2VBKqrqpBJr81bnZUBvDFmPG2b+nDkWBIzlm3k/MnfKDy8ltPZOqRSKVpt5X1q5+9FGdwCNwsT0tMv1acZjcbrzPHHJwkOSn+6du9FsNIOiQRCW3XgmV6dyMzMQmHjwE+HTtHMWY4EsLWzRyoFvf7upkom9o3wtqqlqMqIQW9AAlhZW+Hs7Ey1qhDN1eit9FNH6DRiBmlp52luVciGjdvIKdaijOrHsa2Lb9/BH+OQSLCyscVUJkWv1xPasQ8BigoOnMnkjWED6ovX215iSutWzUlPT2ugn1ue18YKCmtdOHHmDM2tCtm8/xRIpRi1Wm6awTwgHklHUJJ/mZJKPVnpaeiMAggGCgpVFBUW4urlC0XpbNl7lBpNKRXqIjTVeoJbR2Nnfm15J37nj6zdsgfMHek/ciRP9eiD/HIsc5evJyk1Cw8PDxLi9pNVaYabrY7t2/dRUKCiqKAAVZEKnUbN5ZwCaivVFOZmUa03oXV0D8wlNx6wElqEh1NcUkpVRQk5BSUU5GZRrq2LR78Uv5OFa7dQiTnd+o+khdKU0tISQlu2/Bs1ev+YOgXz3Tfz+X7RLI4lnCPu0H5ijyXh5etPUXoCe48moiktQlWsRlOqorxKT42mmDKtgby8PEDCCwMHsHzeTH7esQtVsYryGoH8zFTKqwWKi4rqbZKpujZXVquuoFJXk5OZjlZnoCw1jk2xSdhbWZCZWbcIV67KZe/Bo3Tq/yKuV/1xdcklPvlsIVlFlYS260b/IcN5NkzO1A/mEnssCQdXd3SFaegK0/jtRDIeHh7E7d/BuUs5GLRqruSp0KiLySkoolJdTKkqF52JAntlMIEedvUneFh4OKUlpYCEj75chZD2G+t3xJJ05gQbt+zECFSqVeSq1BTkZFKm1QFGVn71OUnpeYS268ZTnVuiLS3FM7QlNg/rjBXugw0bNtxP9YdGSVGhoDMYBUEQBG1BsvCfXr2FIS8PEoIjn6ovU11dLeiqK4WcfJVgvJpWo60QCorVgiAIgtGgEwqLSgVBEIQKdbFQWVN72/4KkvcLvXo/Lbw8qL8Q+dTIm/JVqUeE0VMX3LJudXW1YNBVC1dy8oWrIgvLP54g7E28cq/DfiDcr031uiohKzND0FTp6tOKCgvrx3YnigpyhSqd/pZ519vkz1Cr1UJNZZmgrqgSNs2fIHQYOElQ5ecL+utkqKmuFgxGg5CXc0WorjXUta+vEXLyCuqPh2JVoVCsKhRqjYJg0FUJRaXlt+2zIHm/0LVbL+GVoUOEZgHBwrnSujYFg1Z4bcgwQa37o1WjUJibLRQUl91+AEaDUF2jE4pVBfWybV/+sbB2b+Idx3477mTXR3Ox8A7YO16bhxkFOU/3fxE/H3cGSm3q083MzADwcL12S8ZUYYWLou6zxESOs2PdU4msbB3+tD9BbkP/Fwfi426L1ObmW4tOAZGM7i8ju6gCLyfrBnl/yOHpUXebrbIkh2Yxw2nX3PNuh/uvQio3x8vbp0Gao7PzbUrfjKOL+23zrrfJn2FrWxd+boqAYG5HkDuY2zkhve5+n+lVvbt5XNOzRGqKh5tL/XeH6+bzyM1xtDO/bZ+C3Ia+Lwygib8nfZ4bSJDt1Z9uEwXzv5jBmbMXiWwZBEhwdr/D7WeJCWamJpg51cmiqyzBplkMvds1v+PY/ypiGLJIA0SbPp6IYcgiIiJ3RHQEIiIioiMQERERow9FbkCMPnw8EaMPRe4Z0aaPH/9o9GFu8mE2/n4JeUUm+TormnsqsArsRMbe5fjHjKJHK9+7bqus6Apfzf0cPNswZdQgADat/JzYFA0TJo3Bx8X+utICezYsJ0HjyMRhfamqqsLcVMfE1ycy6tPF+Npft61TMLBh+Xw0juF0CxCYt+U88z8YdcfIMn1lEd9t2IGX0pVMlY5hA59qWECoRaM1YGVpTqVGg6WVJUtmTrznceelnaVMb2Tf/uNUl1xCZ+WNp6IKZcvuJO7+jhw8mTNlFCbA/k0r2RSbwmsTJmFTdpEjqWXYyGpQOPvjalqJR9MIHCwensmTD+/g90vVVGSeqpczMLoXG+d/drPe70BGQixzv95IRKfuVKhy6PncQPzd7diwZCYG/xgG9LhuB+d1NhzWt273aOLvv5JaJkVWo8bZvyXtwxo3aF+o1aI1mGNpboJGU4mVpTkzJ75OzKhPaeVrz4PCUK3m8OlLXDi2Bw9vb37de4SOPXuRkZHL850CbjnGP2Q3FBUS9Wwfsi5mEdk69IHJdCse6hpBda2MF18aRGl6PHvOZNFv0CBsJDpaRXUlQHnnsN/rsXVSUn75JNMmTSBZVY1Bc4X//rCJtb/E4eVyo+EkaAvT2bTrMEKthvlfLkZiYkHXmCdxtLzhRJBIKUw/w67DZ3Dw8Kdbh9Z3FV66beWnxOXCE92fxILKm7aKbv96BjtO5VKrKWTUhGmA5J7HXaVKZepXGwn0sKJrzHOkx+/gTFYlgwb1xdLcCsovM3/aJPYlq8CgYft/f2DJ2l/w9nLmvVFv4Nosgl4xT6DKvUJwcCMmjnvvHqLm7p1amQMvDerbQE6JXnprvd8Bb087Vi9ZjF1AJB385LSO6ERGqY6mraJoFnDDffjrbAiAUMuoN8bTLCKKmCfakXul4IbWBb6e8RancmvRFKYxYdpnIDEhqmsMSkfLv66AmzAybdw4vEOa0SyiC51D3FiyeCleLbsT3Sr4NmPU1Mse6u+BVmZL0alt/Hjw/AOU62Ye6hWBX1jbBt8lUivatfBjyFOv0HXcCg6eXs3OVB2X43fTc+g4Dm9YxKCP1tOcRLYllpN94SKLVnxV/xqz6L7D2Pf7aJau3szzTc3o3L0DO9ckgb6KV597ghaDPyZx/VSaDfqERldP57itK1izYRvtI4OZ9va7fB3ejc9f7YxV896kx/3K/326tn7/eNyuDczenE1MpD9vTfgIpYMJwTGvcmDxOModW3B0dywHk4/jLAW/wCas6vMql84cYu6nsyjLSWHq/PWYlGczZMwEJk/7lOhhtpT+nsPm3bE8t/sAP86dRtdxK9h3bDnfn67EoyYN794TeT6oihlr41AKl9B6x7B85psAbPh6Lg4BT2Ji40fwtb1QSK28aBsKBdF96b3vd5YsXY3X800J7dwddq4BJDQJUtInohlvTpzKtElvIDWXIr+yl52J+fQOc3so9g5rG9ngu9TKixC3s3Tq+y4r2vVi9fje6NzC2P3zXsZNfo1Fc+az/lAi+fsWkVhuzYWLBaz4anr9r9MfDrl5l24o8kfyw/ZYCnd9jmPXcWQdTOCizo0fly5m/d7fr4tlACRSgpRyIpqFMHHqx0x6YyDpx39lybZEyrMvMGbCcKZ9uophtk/we84WdscWs/vAIeZOe5txK9pybPlbnK70oCYtFoDeE78mqOoIa+NKES7txztmAjPffO6O+ihJ+Y2fknXMtDGlUWQElRd/q8+LjGqPsSjh5jH+cqJe9nmLlzPMQoJrdFvajZ7D83tXP7S3Xv3tdw2kZlZIqtWUa3VYmprgFhBOK39rTBwCiW7hw6kz55g/60MkFs5YGQtIL6iprysxdWT8qKGsXbaYHL05roqr4ssUSGrLKasGE30Fak11fZ3AwEBcfYLoHBWOOjcTvcwKqkpo3ulpBvUMZ/HKdfVl7W0suJJfxKld33MgJR9PDzcSEpKRCVUoPMI4fvI3nK/uVQ/qPJBDv66jKvUA7ds/wY8bN5KvleDmZEVqoQFPe1M693qW9mFNUDj68J8enevHbWFqgtTeh16dwjlx8jSxu37GvlEowd7OyBXXdh6ePn0aB8c/2dUoMWXc+FFsX7uMAzl6QlyvbotEYOLctSx4fzjr502m/6gZdeNzsOHEyaT7M+A9YuXohDo3E53RFBOjlvDOT2GtOU9g9CB8LEo4l5bFrA9nYuHsi7HgAgU1N1+ySGRy5CZQazDBVFJNabkWE1MrTE2gNOskyZnqhhUEmLt2F+8P7828ya8wasZKls2fhVZigZOVkUKDLfamEno9+xxhTQJx9GlKj85RVKtz0eoETE0M2Ps0p1O4P53C/Tl5OoldP/9Eo9AOeDubo7C+u6nD+YTTWDg43NXJWz/GWl297OOG9GXnmRwsHezJOn2C8of4uqu/xxEIV//dBsl1qhIEoS7GXGHHgmUr8bG7Nq8UgP4jx2BdkoxPWAe4blOk1MQEQRAw3BClJrn6S2G8xQZKqVSKheLmp77I5XJUqnKef+Ndxg7uCYCNjR1WVlb1Zbb9sBb/6H7EHjtNG4cKKnQSymskvDtrAT3DG4FEgmA0IkhA4Oorsm6QS4IEQRB4+c2JKLQ5mPl15KMxL9aXsbCwwGC4FtZ8kxoF6NR/JGHWJTj5hF2XK7B2/WZGTp7Fib3fk3U1ItBg0KNQ3H6b7IPiDuZucGIIAshlEhR2SpatXIqd/Lpj4er/OQknKLX2pV9M+/q83EuJZGjMsDeX3KI3Les3xzJ51iL2fj+f9EvpyOVyaiQKZi1YRngjeyQSMBqFumNPEDAaG7YhqXtAQJ0dBYE3J76LNicZv45DGfNip7vSg+IG+9UdCQ3FvWmMT4bWy/75u8O4nF0ABgMSMwXyh3U5wN/wyrOaSjWJScnIrZxo26YVZpIaEpLO4xoQhi0VCJZOWEoNOHgHYWGowNzFj1cH9OHbb1ZSJbWjVYsmSCWgLsjk6IlzBLfuSOu2begQ6ktCYhJGqYKIdm1xVMDvJ87i6uyMR0Bz7Ew0VAqWPPnkExw9sB8vH19URWW0iOzEsZ+XY3Bsgqa0kJGjxlCem4Zg6Yq/i4JircDA4SPRnN/Hr/FpNG4SRGHWZSxc/YlsEVR/EOddTuZkUiqqvGx8InrxSv8e7P5hJWmFVTRv2Ro0eZzLKKdnj2hOHzqIs48/5cUqXAPCsDaWoTN1wNdFgU5mhyQ7jhVbDlCQm02eVk7HNnU6lVcVcjTTSO+OYVRp1CSeTcbKyZM2rVpgqCzi8NET+Aa3pkXrtnTvEEpyQiI1RilhEe3IPPkbuepqMjLzePGVV/FxtWXNkqW8PO493Kxvv2h3v688q1SrSEq+UC+nvjyf8+l5hLWNpCLvMk6evhh0OoKahVJRXIBfWBTPdG3BNytXI7XzpEWTukld1sVksoq1ODrYcu78JabOmUdzpSVnE5KwdA1AWpKORuaIk8KAW2ArpNoCBEtXnogKBwzs374NdbWOzLxSXnl1BJ3bteC/335DYZWUlq0j0OSlkFEupUd0cw4dPIyPvy/FqiKCwiIwlOVh6uCDi0KPha0TMjtvsuM2s+XAKXKzM9DKHWkT4n9HXTg527Fy1WZGDHsRCQKp5xJRVepp0qwlAUpHsm8xxlAvG/bv2I66Wke1xIbBfXtSfOEYJ0qsGP5s1zv2eaWd/F0AAAFySURBVDvuaNe/HM50FxFN/1ZeiPQSvvgp/p8Wo55NC6cIc5ZvFLb/vEl48tmX69ON+kph+vvThHLdXYbu/QmFF48Is5dsvGO5R9WmD5uFU0YJyzduE37e9K3w7Mvj77rejlVzhX1JOffRs1FY+fl04WzOn0Qr3gV3suv/3M5CfXU5/d78iKauZv+aN9F2f/F1wpTWWFg5sHL5ovp0idSCadPfoby45L77qDFX8vbr/e67nf9VXnx9LEprU6wcfFi+aNZd1+s1dDyBdrd5AMldoKtU0/uVCYR42Ny58H3wWIYh/xkycxv6DRr6T4vRAGtHT3o+eeuwY4lMgaeb4pZ594LSy+u+2/hfxtHTnyc97zwduBVK5b0/9foPTC3tcX2QdzRvw//cFYGIiMjNiI5AREREdAQiIiL3+YSi7Oxs4uLiHqQ8IiIiDwGlUklkZORt8+/LEYiIiDweiFMDERER0RGIiIiIjkBERATREYiIiAD/D+V1natYcLQAAAAAAElFTkSuQmCC) 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ويتم حساب زمن تشغيل الحاكمة حسب نوعها وفق المعادلة التالية [5]: |
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![](data:image/png;base64,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) |
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حيث: المعاملات (α,β,L) تتبع الشركة المصنعة للحماية، وفق الجدول التالي: |
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الجدول (1) ثوابت حاكمات التيار الأعظمي القياسية وفق المواصفات ANSI/IEEE, IEC |
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) 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حيث: |
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t[Sec] : زمن تشغيل الحاكمة (Relay Operating Time). |
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k : منحني زمن التأخير الخاص بعمل الحاكمة (TMS or TDS). |
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I [A] : تيار العطل في الثانوي. |
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I_s [A] : تيار التعيير للحاكمة. |
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ضبط تيار التعيير Pick-up or Plug Setting: يتم حساب تيارات التعيير لجميع الحواكم وفق العلاقة التالية، ثم اختيار أعلى قيمة موجودة ضمن خواص الحماية. |
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![](data:image/png;base64,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) |
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حيث: OLF عامل أمان يعتمد على العنصر المراد حمايته، فيكون 1.05 للمحركات، و1.25-1.5 للخطوط والمحولات والمولدات، ويمكن أن تصل قيمته إلى 2 في الحالات الطارئة، أما من أجل الأعطال الأرضية فتعطى قيمته 0.2. |
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ثم تحسب نسبة أمثال تيار التعيير بعد العطل بالعلاقة: |
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![](data:image/png;base64,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) |
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I_(f,sec) :تيار العطل في ثانوي المحولة. |
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ضبط قيمة التأخير الزمني TDS: يتم اختيار المنحنيات الزمنية للحواكم ضمن شبكة شعاعية بحيث نبدأ من تحديد زمن التشغيل للحاكمة الأبعد عن المنبع t1 انطلاقاً من اختيار أقل منحني من منحنيات الأزمنة TDS1 للعمل بالسرعة المطلوبة وفصل القاطع القريب من العطل بأقل زمن ممكن، ثم تتزايد أزمنة التشغيل باتجاه منبع التغذية. |
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![](data:image/png;base64,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) |
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4- الخوارزمية المقترحة لفقدان تنسيق الحمايات بعد إضافة التوليد الموزع[6]: |
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يصمم نظام الحماية بحيث يتمتع بانتقائية عالية و وثوقية عالية بحيث يتم فصل الجزء المعطل فقط بأسرع ما يمكن، ولذلك ونتيجة إضافة التوليد الموزع وباعتبار الشبكة أصبحت مغذاة من عدة أماكن تم اقتراح استبدال الحمايات من التيار الزائد العادية بحمايات اتجاهية، وهي مماثلة للحماية من التيار الزائد العادية التي تحتوي عنصر لحظي وعنصر تأخير زمني بالإضافة إلى العنصر الاتجاهي عن طريق المقارنة بين تيار وتوتر الطور لمعرفة اتجاه العطل. |
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) 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الشكل (2) مساهمة التوليد الموزع بتيار العطل |
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يوضح الشكل الفائدة المرجوة من استخدام الحماية الاتجاهية في الأنظمة المتضمنة التوليد الموزع، فمثلا عند حدوث عطل في أحد فروع الشبكة، ومساهمة وحدة التوليد المربوطة إلى المغذي الآخر بتيار كبير، مما يؤدي إلى عمل الحاكمة الأولى وفصل الجزء السليم قبل أن تتحسس الحاكمة الثانية لفصل الجزء المعطل، مما يستدعي استبدال الحاكمة من زيادة التيار العادية بحاكمة اتجاهية.
![](data:image/png;base64,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)
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5- أنماط ربط وحدات التوليد الموزع الريحية مع نظام التوزيع[2]: |
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يتنوع معدل التطور في أشكال وحدات التوليد الموزع المختلفة، فمن المتوقع أن يشهد العقدان القادمان تزايداً سريعاً لتطبيقات توليد الكهرباء بواسطة نظم الخلايا الشمسية ونظم المزارع الريحية على الصعيد العالمي في جميع الدول المتطورة والنامية، علماً أن النمو الأسرع في التكنولوجيا المتجددة هي تكنولوجيا طاقة الرياح إذ بلغ معدل النمو السنوي حوالي 25% في السنوات الأخيرة، وازدادت الاستطاعة المركبة الريحية حول العالم لتبلغ من 12 GW عام 2000 إلى 364 GW عام 2030 وربما أكثر[1]. |
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تصنف نظم العنفات الريحية المتوفرة حالياً إلى أربع فئات: |
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1- النمط الأول Type 1: عنفة ريحية ذات سرعة ثابتة ومولد تحريضي ذو قفص سنجابي مربوط مباشرة إلى الشبكة، يمتاز هذا النوع برخصه ومتانته، أما مساوئه فتكمن في عدم |
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إمكانية التحكم بالسرعة، مما يعني أن تقلب الرياح يسبب تذبذب الاستطاعة المقدمة للشبكة. |
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) 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الشكل (3) النمط الأول من أنماط ربط العنفات الريحية بالشبكة |
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2- النمط الثاني Type 2: مولد تحريضي ذو دائر ملفوف مجهز بمقاومة خارجية متغيرة ومربوط مباشرة إلى الشبكة، بتغيير مقاومة الدائر يمكن التحكم بالعزم وتخفيض الإجهاد الميكانيكي وتذبذب الاستطاعة، كما يمكن زيادة الانزلاق حوالي 10% أي التحكم بالسرعة بنطاق محدود. |
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2YrEti2+9/0bx1H2KjkujaqwuOToX4euJoLkXE06tLc7Zu3kqFeq0pnM+GenVqvZFMCxcs4NGjR0z8+muUqan07N6dwl5e2Nvbc/bsWZycnZnw9dekqVRMnzYNKysrmjZrlsffzH+bXCt9vnz5uHr1KgCRkZEUK/ZmLqjCoGPXrys5HxKFqakJTh5F+aJPF6TvwD4mhODsmTNs9/dn1Zo1CCE4fPgw69asYeiwYVSpWvUZQ52trS0NGjakfoMGJCQkMGfWLG7fukXXbt0oX7EiFy9e5K8//6RDx455auBLiI+na5cuNGrcmE6dOnH+/Hn6DxiQZ/X/E1PL/NTyy08tvwbZ5xo0zOqhbPJ5MnjUk16qcqMOVH48Wi9V/Ekd+QqXoGnhrM8TSlbOPl+h/NM92OtTp04dVq9axYJ589BqtZQuU4awu3dRq9Xky5ePG9evM+vnn9Hp9SiVyhyP9N4NgkePHuHi8n5Gg7lWem8fH7b9+ScAt0JDKVeu3BvVE3PzFHtvw4IpU5BLJez+bSO3k/R4K9L4feNakqUufN63C7rUKNas3oDEwZsBvTsRcv448Ro5D5P09Gjj90Zt63Q6vps0iTVr12JhYcHunTtZs3o16zZswNrG5oXlJBIJTk5OTP7hB8aMGkVyUhKDhw6lZ+/etGrenEqVK+Pp6flGMgHcuXOHM6dPZx8nJCTQoGFDunbrxveTJhEdHf2M/cDMzIz27dsj/wgMqS+ibLlyePv4sGvHDszNzRk7fjw/zphBRkYGhQsXRgjBtr/+wsrKinbt2+Pm5va+Rf4XOk0mf/72GwO/GoJWrST6URIF3Nwwf0fhy3M9/nRzc+Pu3bsIIThz5gxly77ZGzzkegh+fjWRS2HPL0sIuR+DOiGBtT9PQOZRES87DZsOXOHMkYOU8muD/mEQp0MecenEbg5eekidqqXe+Bk2rl9P02bNcPfw4OHDh2zatIkly5e/VOGfxsTEhKnTp3Pp0iUCAgIwNzdn0FdfsWHdujeWCeByUBCBgYE4Ojri6OiInZ0dGo2Gq1euYGVlhUGvJzkpKfv6vr170Wi1uWozpwgh2L9vH/8bMYIRw4czdPBg5s+bR0py8ltpb/HChSQlJrJ561YWLV3KD5Mn4+HhgZ2dHefOnsXV1ZXd+/ax8ddfiY6O5vChQ29FjtwQ/+A2t+/c5cKhP5k0YxE3r19m8rhRxKSo30n7uX61yGQyHJ2cuHnjBnfu3KGAq+sb1WNrY8X1+CRAQv32vdH/uY7r9x5x8WwgHqaeWMgleFfSExZ0g1uXHiBJTqSYRgtIqFS7KQXz275Ruzqdjq1btrB2/XoA9u7eTe++fXNsiLOysmLSd98x+KuvqFGjBm3atmX50qUoU1Nf++XxPHx9fWneIstQcy88nJ9mzMDV1ZW58+ezbOlSTExNs6+fCgh443beBCEEs2bOJCkpiW+/+w57e3sMBgMH9u/ns86dmTV7NqVKl87TNjt99hnff/stnw8YgFQioVmLFhw6cIC0tDS8vL05evQoe/bsQafV4ubuTrXq1fO0/bwgv3cpSpUsztmje6nVbjLNq7hjrbpLSHgc+csVfOvt58l4onTp0qxauZKCBQu+0YYOgNK1m/DHdzNYlhqOk7UZF89dolSbRrTs2J6QdHushBJbOxtOhj6kZPMORAU94k74fSwhK5rEG6JUKlEoFNkvq4cPH9K3f/83qqtgoUI4OzkRFhaGj48PJUqWJDAwkPoNGry68Gvg5OTEzt278SlSBIBatWtT4amlw3fNxg0bSIiPZ+r06dkWcqlUStNmzfAoWJCpU6Ywc9Ys3D088qxNrVZLIU9PnF1c0Op0WFlaIpXJEEIglckoWqwYKqUSM3NzLBUKdDpdnrWdl6SmJFGqdClOnDxEGeeanLxwi05+b9Zx5ZQ8UfryFSqwftgwBgwc+MaGKxNLJ6bPmk1sZBjJmXI6dO7yuK7x1E16hFqY4+xgg9/a9UQ+iCJ/h9ao1ZnYtKuZK9mjo6KoXqNGtty5ydIrkUioXLUqDyIiKFKkCCVKlOD69et5pvTmFhZ8NWgQv27dytLFi/lt61ZOnz2Lubl5ntSfE4QQhIaE8N3kyc9dEitZsiTDhg/P8+nGLxs3Yu/gwKTvvyczM5NO7dtTrFgxrK2tuRcWRusRI2jStCl6vZ6lixdz4vhx2rVvn6cy5B4JRb0KUbJ+eyzP72Tjxq3U6zmWIgXejdLnSbILpVJJ+TJl6NKtG+7u7mg1GrQ6HQa9Hr1ej06vR6/ToTcYMOj1XL58mV+3bHnrS3b3wsMp7OX10vuio6OJfPCAylWqAHD08GHqvURJbWxs6Nuv3wuv79i+HYlEQqvWrfn1l1/w37aNmrVevjzlv20bDRs1+td25BvXrqFKS6NK1apAlpvp+rVrKVy4MF8OHkxQUBBSqTTbGerQwYP4+flh8hznoE0bN9Kpc+e8dZwSAmsbG/r07fvc5cl74eFs374979oDHsXGsm/vXjw8PJCbmNC2XTtWr1qF//btTP7+e2QyGTdv3CA1NRWVSkXHzp2xtLTMk7YHfvEFFq/wQfkvkCc9fXJyMnq9HnMzM/zq1sXU1DRr993jHXgyqTT7s1QqZcWyZS+sSwiBIKvXzO1iV9Vq1V45p7sVGsqpU6do3aYNABH372d/fh6vcvRISEjIthhnZGRQokSJl9YHcObUKRo3aYKTk9Mz501NTEhITMwuf+bMGTIzM9EbDOzZvRtHR0fatW+P5eOXxZ07d2jRsiXmz/lh7tyxg+bNm2ff+zpMGDeOfv37U6Ro0RfeI5fJXji6c8mX75XPnlMuX7qEv78/CoWCTI2GfXv3YjAYMDExITIykuioKIoULYqFhQWJiYk0aNgQFxeXPGn7Y/G0zBOlPx0QQPESJYiOjsbX1/eVQ/yXDUf1Dy8yYe15fv7myye79R6/CMjhiyB//vwULlz4pfdYW1uzbu1aPD09kUgk2NraZn/OKUIIAs+fp+rQodnD3zp+fq+UwUKhoGDBgv8yHjo7OyMgu3xoSAj9Bgxg2PDhBJw8yZJFixgxcmS2odDG2ppCnp7PtauYmZpSyNMzR6MrhUKBm5vbK+V/Wfk3Lfsitvv74+fnx+ChQ0lLS2PY4MEU9vLC3MKC+Ph4mjRrRtdu3UhPT2fxwoWoVCqqPh4pvU9UCZFsPRJKTZcUoq3KUK+izwvvFToNhwOCaFC3Wq47vueRJy5jly9fpkfPnoSEhOR+L70uk5tBAYz730g27z6FEHqOb1vL2NFj2H7sMsqoa8xe8gsp0aEsf4Ntn//E1taWmOhokh8vMdnZ2xN4/vwb1RUfH8+t0FC8fXwwGAxcu3Yte2ieFzRt1owxY8diZmZGg4YN2fzbbyjyaOj6X2HwkCHUql2bUSNG8NOMGSxZvpyYmBiSkpLwq1sXZ2dnenTrxvixY2nYqBH16tV7daV5hD4zlf3+v/PHjgNoDIKou8H8snEjgdfD0aSnciH4LnHh1wmPSkCZEM3WXzZyPPB6Vlmtmj3+f3D68i0ibwXx06z5PIyJ59bl0/yy8VduhkejUSVw9eo19u07iPY1Q48/jzxR+ps3btCyVSscHByIi4vLdX1auS1Tf/6RoG3LCQo+y9pj0UybPoVja2YQK/fETXOdYZOWUrdO7pdjTExMaNKsGdv9/YEsxVqyeDFpKlWO6tFoNMz86SeGDh+OmZkZp06dwsfHB2fn198IkVNMTU0/udTiJ44fZ/++fdT286NUqVIsW7IEa2trLBUKboWEEBgYSNt27ahWvTq7du7k9u3b70Quodfy9fCRpJg6YZpyh982b2HKnE2UKF2K45tmcfnus7v91qxZi6tXUS7vWs3Gg1dYM30MahNbAv5axwOlHrnchJhb51i9I5CSpYqwYe4ULl2+zLgpc8DcOlchK3I9vFer1chNTLCxsaFOnTpcuXIFt1z6hud39cBEboaLvTmxSYnYuxfGxNQCd3s5qWmZ+BbzYs2Js7g5v/n699MMHzGCVi1a0KFjR4oWLUqtWrUYM2YM8+fPf65R7J8YDAZWLFuGwWCgdZs26HQ65s6axeQffsiVXKZmZqxdvZr1T0UYdvfwoFXr1tSoUYOrV68y86efsq9ZWVu/leHgh8SNGzdQKBS0bt2atLQ0xoweTUEPD0xMTUlISKBOqVK0bdeODLWa5UuXEvXw4Ru7hucEvVZNSLod05rXQ2qow/n9v5NQpzXly5XHWVOf3Tcin7n/+sVTBN+8g0Gvo2yhy1w8/5DFExpi0dgPgzYdGwcXUmIf0rB1G8qV8yTx5imCQyIpUbE2TetWy5WsuVb6u3fu4OvrC4Bv8eJcCAzMdhZ5I2SmJEUEs2jBfNKcK9Cgci2uHpzO4kVxpOSvhbvkIdMORvDD0NYs2bCTsQNybygyNzfny6++YsLYscxftIg+/fph+ssvDPriC76dNAnPl8xLMzIyWL50Kaq0NKZOm4ZEImHnjh3UrV8/144pzZo3p179+k9OCEFKSgqhoaFs9/fHxcWFQ0ePZl+WSCTPNeJ9TAz84gu2bN7M2NGjMTM3Z/acOYwbO5aUlBSqVquGpaUlfXv1wsHRkW7du1PH781cs3OKzMQCX0US2w+cRH8/EJ2NB7dO7+a8lwnHtx2javOOXA4Lzb6/RMXaVPNryM2zh8lXsgam4Wc5cuQIlw7voOfICUjUiTi4ebJ153bsNFU4cv4O7bp0JORYeO6FfTpg3psExty5Y4dYvWqVEEKI27dvi66fffbKMnNnz35FkEaDSE9Pe3JkMIj09HRhyEF+hLlz5ogjhw+/fgEhxPRp08SG9euzj8Pu3hVtW7cWP//0k4iLi3vm3tTUVLFy+XLRsF49sXXLluzz8fHxok+vXjn6Lvv06iViYmJyJGtOad6kSY4DY/bt3VtcCw5+SxK9GVs2bxYd2rUTu3btElu3bBGVypcXbVu3FhqNRjRt1Eh8NWiQOHzokNixfbto37atCLp48Z3JplUrReDpEyLw8g2hNxhEUuwDceLYcREW+UhoM9XiQVS8UCZEi/hklVAlx4tjhw+J4FsRwiCE0GnU4vzpAHEvKl4YDAYRceeGiEtMFTH3b4kTx0+KqLhkoc1QiYcxCbmWM9c9vVKpzF5qsra2Jj4+/pnwWS+ie9eumLzFQJBRUVE53gfwv1GjGPzVV1SpWpVixYpR2MuLVWvWsHrlSvr17o1Op8PO3p7U1FQMBgMVK1Vi/qJFFC+eta0sPj6evr178823334U0YM+RJKTk3FwcMDN1ZW09HQUlpYoFApkMhlarRYPDw/y5ctHRmYmDo6OpKenvzPZ5OZWVKpeO/vYzsWd2i5PprruBbJWrbIWTS3xq//EH0RmYk7l6k8czTy8H29VtLcmX8Ei2edd8+XecJtrrUtJScHHJ2v5wcbGBr1OR0ZGxkudGL4aMoSBgwbltulXklNHFDMzMyZNmsSPM2bg5eVFl65dcXN3Z8y4cYweOxatVsv6desoVqwYtevUyfIlkEhQKpVs2byZs2fPMm78+Dy12Bt5lgGff06hQoU4cOAAUqmUBQsXMnL4cJKTkqhdpw7ePj789ddfWJib81mXLlSvUeN9i/zBkXulT07G9bEzirm5ORYKBenp6S9VelNT0w/W0aFgoUIsXrqUQwcP0rtnTxo1bkyffv2wt7fHzMwMhUKBXC5Hr9eTnJzMmdOnWbp4MZ916cKKlSs/OWv6+8Cvbt3swBg3b9zAytoaaxsblEolHTp2zPYOzMzI+OADlt6/e4d8Xj7PpAF72+Ra6TMyMrB57BwikUiwtrZG8x+Pey+RSGjUuDF1/Pw4c/o0q1asIDExEY1Gw/3797G0tKRAgQLY2dlRzNeX9Zs25ZnX14dE3Xr1sHdwALIcj/bt3YuXt/c7sYa/iBs3bjDzp5+oW7cuEomEI0eOMG36dExMTChXrhxjRo+mZs2axMfHc+b0aX6aOfOd/20yUuM5fCwARw9fSnhYE5Cr1WwAABRwSURBVB6vp0xRVy6eu4BvaV8CTwWgM3OgSnE3powfS7vxU2lSqhDHDh9GZuNG7erlCbsWRGxSKplye9wUam7ei6d+k6bYW+a+s8y10mdmZj7j22xlZfXRJLswMzOjbr161H3KwWPTxo0ULlz4lf70HwO9evfO/nzwwAFWr1rFmvecoLR06dIsWrKEoKAgDHo9q1avxuyxh2f3nj2pVacOwVev4uvrS7fu3d9LerU/Vs4lX73eBB38A9tObZn8/TJWzx/OrLV76OD7BymFW+GScJM7LgWwUihwcnZk29LJmJVuhzJwG9v0Cu7+OQtXv76c2zoR72aDqGofx5Zth/iyR/Ncy5drpZdIJM9stjC3sED7gW5nNPJmXLl8mc2bN7Ng0SJsbN/NTrCXYWNjQ926df91XiKR4OnpmatoRXlB9UbN2XVkDxnCFAtbLxp4ZbD3wAk69+1NFds4/tp/hltaPb5+ttjZWJG/gAO/njxHZZdKSO080KalAFKqVKtJ5NF1VK3pR2nJdS4cj8oT+fLEI0+vfxK9PFOtfqvpmYy8W3Q6HQsWLGD2nDm4vmGAlE+NAzv+okr9psiSw7kWlUHHnt3w33WEppU82bVlA/lK1KSIk4xrd2ORCg0RD+KoULE0Tu6FMc1MwuRxYlTJ4840yy6Rd5P+XGunpZUVcXFx5M+fHyEEcfHxH8X2w3eJu7s7U3/4AfO3mC9AoVDkODpvmkrF2DFj6N6jBw6P5/ZGXk3Pr0Zz4NAJKrX5nDolbdEqi1K6Yg0s5DL6jp3CoYNHEa7laFbTlwrOQwiPjaXb/2ZwYO8+bIvXp16tEtyxGYarnSnt+w3HOb8CBUVpXj9vgpHkej/9iuXLKV26NNVr1CA1NZW2rVqx7+DBD9Y6n1s+pTn93NmzsXdwoHefPh+8FfxDxaCM5osvR/LlpNlUKPphBOnM9fC+YMGCXL50CYDwsDC8vL0/WoX/1AgODqZS5cpGhc8FUusCrNy05YNReMiD4X3t2rWZPWsWarWac+fOMejLL/NCrneCwWDIyrKbwzIGgwF9DoyV0pcEmvjQ+W9KbeRl5MmcfvHSpdy+dYsatWpR5XHYqf8CC+bN49KlSzmKjX779m2sra3Zu2fPa91/4cIFpk6fniffS2Z6GkJu9s7io78uMQ/CiVdm4u3jg8ULZEtPU2GhsHzuy8+gzSRdY8DK8lW2IEFSUgr29nZ5IPWnS578eooWLUrRl4RU+pDp178/fs9Z/nkROZ3Tz5g27ZX3ZCRFMG7cJOJSNXT+cjxt/co8975Tu39F59OExuXffpjk1yXy2lF+WOyPdwErTgfHsmz1EvLb/Ht6d+roQeo2qc+iWesZOG4Ylk9NLFPunuGXs8kM6dP2X+WexcD4iVNYvnRO3j7EJ8aH1WV84BgMhreSxOHutct0GTyJQobrTNq0J1vpT+xaz62YDFKTknH2qUwBITi59w9uHtGjyO9L+7rFWb95J6Ym4OBThQalHNnivx+DJoNqzT7DVh3BnmPnEchp3b0vxVzzfo392tlj1G3ViZZ+FWkQeIQ0VQL7z96kiqcZC3bf5tsRPfFfuwxrVy8iQi6xc+d2SjVtiv7eRW7cicDKtSTtK1hx5dxx5saF4FykGp81rchvG9cRnZxB5YbtqVHUmrUr16MxtSVV8/GlA3/X5G2GxY8QIQQJ8fGsWbWKtq1acf7cuey483lFydqtsVTept+IHylZoVL2+bBrZ3Gq0IKRo0ZxdftyHiTr8a1cn+H/G0nI4c2o1Dqad+5Ni3qV2LjmF4IvnkThUZLevbtiJRfsOXWZfgO/oENtL36cs5q3oS71u40k9tI+PmvTgoW/BWBp5cDN27fY7+/P+ZOnuf0wjB0B93h4/y4eRUvhlq8QVcq4cuOBipGjx5BfpiRJIyhcvDwjRvbn2Oa1XD32F+GiEAP6dmXxz/PZu2kp6S4V+aJnY1SqnNlgjPwbY0//ClQqFaNHjeJacDBNmjZl4KBBee7LHXjIH/sS9dm590/69h0L3RtmXZCY4uRoCRIJJiZyDICzoz1IpJiaSAm5EsQdtQlF7LLmyZ4lqqC7G8G2P7YQkZkPSVI0Z04eR5uWTNWyXmSFGc5LyQV7Nq+ly+CJDB0rY+vsMew6EoSVPpOj0Vb8r5sX835aQZlmnZElnXtSzJCKTG4OSHDJXwBTqcDGxgaJ1AQTqYHU5ERiHyRw6rSBiuVLoNNHYWZmhtzcDut3H+L/o8PY078Ca2tr1q5fz/Zdu4iLi6NhvXrcvHkzT9twzWfD7CkTGD9qPMXrPhUJSGSyZPJ4vp8wGr1PAwrZyXkmOJohk5vXrnP6XBCGpHsEXwli1+HThN8Nw87BmXLeHhw7fZ4DB47i6lMyV3HVno+EUqWLMWHkcH74fhI7g9OoU6UEZb3tUbj74NewHtdOB9KlZfms22VmWBHDnpMxqKOvMvmbMfxy6AqW8mcFK1u/PdqISwScPIE8f2Fade/P9T2rGD9hGmkSY5yC3JInyS7+q8ybM4fyFSq81JCnVCoZNngwwcHBNGzcmM8//5zg4GBOHD+OWq0mPT2dChUrMnzEiOeWnzFtGg0aNXql9V6ZnEgmJjjZPQlRve6n/1G819f4mMlxcLD9dyctDCQlJGJp7wCaDGRm5qSnJqGXWWBnrUAIQXJiPCYWNlgpcu7t169PH0aNHk3JUi9PDqpKTSIlTUv+fM7IXpFb3KDTokeKTGIgIUmJo6PDc9ORC4OWpOQ07B3skAAGnYb0DC1WVp9W9N+3gXF4/wqsra2Zt3Ahv23Zgr+/P99NmsT4iRP5esIE0tPTkcvlTPz669y3Y+fAPyPS12nVAzt7GxzMX/Ailkix/ztBhoXicT2OTy5LJNg7vl403vj4+H9FMlapVISHhyP9R4wAT0/PZ1ytrWzssXrNGKVSucnj4aUMZ6cXu/ZKpCY4ODxZmpPKTbGyMjp95QVGpX8FQgji4uKIiopCpVLh7OzMj9OnU6FiRQJOnqRxkyYvzQCTUwwGAxKJBCEEXiXeIDmlEBiEQCKRZg/ns+qUvnR4f/LECX7buvWZcxKJhF82buSfBX+YNi07WlJeIgwGBBKkrxgtGMkdRqV/BWkqFQvnz+fihQuULlsWZycnhg4fjpWVFXNmzWLo8OE53sgCWS+TLCRIJE+Od6yZiaLWV1jEXKZ23dr/LMXfxSQSCcePHqVWvXrInj6PhvFfTGD0stk4S7PuW/TD13T+Zgb5Zc+Wf5p27dtnJ3oUQmAwGNDpdFlpyR6nJHvVs0iyHiQ7Ldnzrj81m8y+5+9z4cFneGBwwyktmDTnKlQplu/Zuv/ZlpE3wqj0r8DM3Jxy5cuTnJzMo9hYjh05Qrfu3XF2dubrb799s0qF4I91S7gUch9n31oM69Ma//VLCLh6D21qLA2rGtAkJ3PuwO+YFW9KWTcFK5aspkOrWsxdvJYMvZSuAweyYeliHqQYqFxAy7q/jmFhn59xo74g4VEky2ZORp1uzsRvxpKSmIAeQfCJ7az+/RAla7elf6eGz51LXwoKYuGCBURERBAbE4OzszN29vZ06tyZ9h06/CvuYGLkTX6eswzTfMUZP7I/O9bM41JYHDVadqNlcQt+XP4XyqRHFChWiWEDOvHnyvkE3UukYIkqfNGjLQd/W8nugKuUq9WUqu5SElP0/LZxOal2Z/l2WCdWrdyIQW5B/yEjibkWyKVrJ/Gs0p32dUu82XdvxGi9fxFarZYTx4+zaOFCli9bxvlz5/D28eHYyZP4Po5++6YIocfUzo3WLZtwdP1KIpMjiUiSMnfWVOwNiYCe0JBQHt69ToxSAwgunL9I0JkTOBerRsdWDYiPU1KjYRO6tK1PZGQ0Ldu1xyQ1gsikdBAqmn42jLaVC/DbvqwUXer4ML75eROde/Tkiv9ibkQl/0Mmwbo1a9j866+MnziRg4cPU7lKFRYuXsyq1atJTU1l0MCB2ZursgplMvf7SQwaP5WGxa2JfBSDxsqD1s3rsXb9XxjSEjhx5QHf/zwHB10M95JSSZbnp327Nly/cIaE20fwv5TK7AWL8MxnRdyD29xKkNK+WS3adO/L7r+2M27qj3w7rCNzZy8gPPQCJRsNNCp8LjEq/XNISUlhzKhRJCQkMGLkSE6dOcP8hQu5fesWn3XqRGRk5KsreQl6jYrDh4+ixgJHWwUGbTpmZpYgNaOQ19OJNR4Px4WBTI2WKo07UtXLgj3bNrNt94msazoVO377g6uh93BydsSAABMn3N3scbK3IT0tKwS0OiWRDJkFj6KiqdqoNVZmzxrnIu7fJygoiB9//pmiRYs+M3x2cHTki0GD+G7yZAICAp4SL5PI2AxsrS0pXqEaZqnh7Nl9gHSDBZaPBwT5XN0wk0qwsbYiKiac3XsO8iBOia21NYn37+Do6oFcAkWK/Nsukq6XYWMux6aANzpVAqCgSNEPxwX5v4pxeP8cLC0tmTZjBpaWlqSnpzN39mwuX76MR8GC9B8wAEdHx1dX8lIEdrY2hN+8gl6mJzxajlQTzaplizl3M4aOHbIUzqtoSdZuXEqEuyVqqSXXzx4hIDQe14Je2NoWxNbkEftPXMDKPh9yfTr3o+K4FhqBvb2ENfPmoVel0GPIaHaG7MepYAlaVihA5MNIHsam0uofm1sKeXoyb8GCl87dPT09GTJ06JMTUmt692rGqsXziX4YzaA+LXBycSbi9g10ykc8eKTk7uUAFi1bgSo1nX415Ti7OKOKe0BSfAwy3x7IDi1i2fJkMvQmVHOzwsrEFAfLAuw7tJcmFYowf+FSRPIDGnbojvRhMDLjVD73PJ354k0y3PyXmTt7tjh29OhL79FoNGLnjh2iV48eol6dOmLp4sUiMzPztduYPnWqOHfu3L/rzVSLTK1O6LUaodHqhEGvE+npGUIIIXSaRDHjh5lCCCEy1GkiU6PNKmQwCHWaSqSrs9o36PVCq9MLg14nlEqV0Ot1QqPVZdefkfmPv6fBINJUKmF4zVRBr5vhRp2eJvSP69Q+bleTmSEywgJE7+FThTpNJXQ6/ePrGSJNnSF0Wq3Q6Q1CGPRCpVRml/9bTo1GKwzC8OzzG8kTjD39KzAxMaFlq1a0aNmSuLg4Fsybx4XAQGrUrPnqwi+r1/Rvf1JZ9hzLwiJryB0Zdo8mjy3pZuZP5ZqXSDBXPHFOkUil2UO1v51W/u6on9T/FBLJW0ltbW7xREa5qXm2TAYnb/p0VmCmsMx2LJKbmv1jeCnB8p8Rax+7HcM/nt9InmCc078mEokEFxcXfIsXf2bZ6W1QqFh5ypfwwqDT8Cgh+a1slMlr9NoMklLTnjkntc5P3Rrln+vubzDoSExWPnNOnRJHbErGM+fioyJQa42bbPISo9K/NwSZGZkIkeWaqtFos69oMzPQ6vXo0hLZf/Qs8Ow9f62ex6VoPQiBOi0Nnf7Ja0GnzUSjfRzVRwgy1Olo9Yan2sx4Ky+t+PvnmLFqJ5kZavSPoxEJYSA9LQ39U+1pMzPQ6vRkKmOYvHjLk2/DkMmKJauQmJoihECdnobeIDAoH7Dil13/iRfffwXj8P59ILR8/b+RhCVaMHVcW76bNBudqT0/LlxIZMCvLNp6HMcCnvw8uhtHA4JoXa0AI8f9hEZizjcje7Fo5UY8bmrpVMkB/yOBqFLSmDJ/CTuX/sCtiFgio+MZP2s5+jtHWLZlDzosmb9iKdf8F7B6+xkKVmjK9AkDMM1jz7e7p7fz5eVduBStwvQJA/h+xGAeaU1JSZMwZ+pwvhg5BWcrGTEJGcxbNAMhICX6FpOmzKN/7/Yk2xTF2VzP6mljOHU3FfdilZkybiCxswdwo0UTSjq/vWjBnxLGnv49IbF0ZsPqaSyZPpOa7fvQsV5xNm87RGjILSrUqkeLxvXQGQykqTOICr2CIr8PnTq2ReFRng6NqtN3yEgKePrwWYc2lCwg49z1KLQGE2YuX8PCUa04cfI8lyKS2PTrZmZ/N5jI64Es+P0CAwYNQn/rANciEvP8mWwLV2PFuo0UNk/hXmwK5Wo3p12b1hSQxhGZqEIo8rN07QZGtCxGyN0IYm+coM+gSXz+9TSSoiMpXKQ4aJVcDY2jVv3G1KlaBoGUEoXtCLoU+moBjLwWRqV/T1hZ2yGXgjpDj3cxX0pVqkm10oUpVbMFPVrUITjgIDeTHg/L7bwYMqgv+vhQdh2//LgGwYlDBylctAQVyhQDBKYWCixMZFgqLLL82CUgl0rQqJU8ik9GauWEl5c3zdt3wtnm1b1m2XLlsLL+5zagF6OwsUYulSBBzv3AvRy7EkHRkmUp7ZsVr93a1gETmRSFhTlCCEztvenZxJet2w4hhEAml6HNNNDuixHUrVKKQ9v/QKkFgzBgHN/nHc8M743+zK+mXv36KBS5tShL8PYujERqwtD/fcW+E/sJRU+DDj2IOHOOSzduY+3qjbeLDRVKF8WMDPx37kBhaka1OkVIkVXg5tljuLm7cfZUAGqVFFXEXbx8fJAApvbu+Hia4SykrFi5ktQUFV0GDKRfXDiHDx0kQ29KDatXJyR50Xbh52Fm6YBD5nFWr1qN3NWXMqXcOR18mNMnT6CSOpKUlEb5UlmbdOzdfZA7OlGrdjXadaxNzNwF2LtX49jpi8hrtCDk3BHu2jrjXboSCpmekCgNvQbkbbSiT5ln9tMbDIY32jzyX+V19tPnltfdT29EMH/6D3Qd+Q0uFk9+g4nh59h4IpbhvVu/R9k+HoQQzyo9ZOUu+1Ry0f31558c2L8f07eYTiotLY2xY8dSzNf3rbXxsZCWGEuqxJYC9k98DBIehmPq4IG1xafxm3zbaLXafyu9eLytUvaPwAlGjBj5b6PX67O2Sf/zwt+pp3XGdNNGjHw06HS67I78Xz390/ydwulte6AZMWLk7fB3J/60re6lSm/EiJGPj0/HVG/EiBHAqPRGjHxyGJXeiJFPDKPSGzHyifF/d4M7A7/s7+8AAAAASUVORK5CYII=) 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الشكل (4) النمط الثاني من أنماط ربط العنفات الريحية بالشبكة |
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3- النمط الثالث Type 3: مولد تحريضي مضاعف التغذية متغير السرعة، يتصل مع الشبكة عن طريقين: الأول هو اتصال مباشر بين الثابت والشبكة، والثاني اتصال بين ملفات الدائر والشبكة عن طريق مبدل الكتروني حيث يتحكم هذا المبدل بتيارات وتوترات الدائر قيمة وزاوية، وبالتالي نستطيع التحكم بالاستطاعتين الفعلية والردية التي يقدمها الثابت للشبكة بشكل مستقل عن سرعة الدوران. |
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سمي بهذا الاسم لأنه يغذي الشبكة من مصدرين هما الثابت والدائر. |
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) 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الشكل (5) النمط الثالث من أنماط ربط العنفات الريحية بالشبكة |
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4- النمط الرابع Type 4: يرتبط بالشبكة عن طريق مبدل لكامل الاستطاعة، ويستخدم لأجل عنفات ريحية ذات مولد تزامني متعدد الأقطاب دون علبة سرعة، وعنفات ريحية ذات مولد تحريضي ذو قفص سنجابي، يكتسب هذا التصميم أهمية متزايدة كونه يتيح درجة كبيرة من المرونة في تلبية المتطلبات المختلفة لكود الشبكة. |
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) 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الشكل (6) النمط الرابع من أنماط ربط العنفات الريحية بالشبكة |
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سيتم في هذا البحث دراسة أثر ربط النمط الثالث من العنفات الريحية فقط كونه الأكثر انتشاراً في الآونة الأخيرة مع شبكة التوزيع 20 [kV] ودراسة أثر إدماجه على نظام الحمايات. |
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5- تحليل ونمذجة شبكة كهربائية مرجعية شعاعية: |
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يوضح الشكل (7) النظام الكهربائي المدروس. يتألف النظام الكهربائي من ثلاثة مغذيات رئيسية بتوتر 20 [kV]. معطيات النظام الكهربائي الخاصة بالمولد والمحول وممانعات خطوط النقل والأحمال مبين على الشكل. |
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بعد حسابات كافة الممانعات منسوبة إلى ممانعة الأساس الاسمية ، ونمذجة الشبكة السابقة باستخدام بيئة Matlab-Simulink كما هو مبين في الشكل (8). |
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يعتمد تصميم نظام الحماية على الحسابات الدقيقة لتيارات الخطوط أثناء وبعد حدوث الأعطال. يوضح الجدول (2) نتائج حساب التيارات الاسمية، وتيارات الأعطال ثلاثية الطور المتوازنة، حيث تم اختيار نسب تحويل محولات التيار الواجب استخدامها عند حاكمات الحماية بافتراض: |
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![](data:image/png;base64,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) |
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) 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الشكل (7) الشبكة الكهربائية المدروسة |
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الجدول (2) نتائج حسابات جريان الحمولة و تيارات الأعطال و اختيار محولات التيار وقيم الحمايات |
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) 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) 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الشكل (8) نموذج الشبكة ضمن بيئة Matlab-Simulink |
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وباعتبار الحماية المستخدمة نوع CO-8 ذات الخواص الموضحة في الشكل (9): |
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Pick-up Setting: 4 to 12 [A] in Steps of 1 [A] |
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Time Dial Setting: 1/2→11 |
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![](data:image/png;base64,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) |
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) 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الشكل (9) خواص الحماية من التيار الزائد CO-8 |
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بناء عليه نقوم بتصميم حاكمات الحماية من التيار الزائد واختيار القيم المناسبة لكل حاكمة ضمن الشبكة بحيث يتحقق التنسيق الصحيح بين الحمايات والانتقائية المطلوبة لفصل العطل، يبين الجدول رقم (2) نتائج قيم الحاكمات سواء قيمة تيار التعيير للحماية PSM/CTS واختيار منحني الزمن المناسب TDS لكل حاكمة. |
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يوضح الشكل (10) عملية نمذجة حاكمات الحماية من التيار الزائد ضمن بيئة Matlab-Simulink، باستخدام مكتبة State Flow ليتم تصميم نظام الحماية في هذه الشبكة بحيث يحقق الانتقائية المطلوبة. |
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) 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الشكل (10) نموذج تصميم حاكمة التيار الزائد ضمن بيئة الماتلاب |
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ولتحليل أثر إضافة التوليد الموزع الريحي على الشبكة المرجعية سيتم دراسة مجموعة من حالات التشغيل المختلفة. حيث سيتم في كل حالة دراسة أثر إضافة محطة ريحية باستطاعة 1.5 ميغا ومحطة ريحية باستطاعة 3 ميغا، كل منهما بشكل منفصل وتحليل النتائج ومناقشتها. |
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الحالة الأولى: |
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(إضافة التوليد الموزع إلى الباسبار Bus1 - دون وجود عطل) |
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يوضح الشكل (11) نموذج الشبكة بعد إضافة العنفة ضمن بيئة Matlab-Simulink، |
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) 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الشكل(11): نقطة ربط العنفة خلال حالة التشغيل الأولى |
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بعد إجراء عملية النمذجة تم تنظيم المخططين البيانين الموضحين في الصورتين (12) و (13) واللذين يظهران التيارات والتوترات على الترتيب عند بعض الباسبارات قبل وبعد إدخال العنفات الريحية، بهدف بيان أثر الربط واختلاف الاستطاعة على أداء الشبكة الكهربائية. |
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الشكل(12): توترات عينة من الباسبارات المدروسة خلال الحالة الأولى |
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الشكل(13): تيارات عينة من الباسبارات المدروسة خلال الحالة الأولى |
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نلاحظ من الشكل (12) تحسن في قيم التوترات عند جميع الباسبارات وبالأخص الباسبار القريب من عقدة ربط العنفة Bus1، وتعتبر هذه الظاهرة إحدى أهم ميزات ربط العنفات الريحية بالشبكات الكهربائية حيث تساعد على تحسين مستوى التوتر. |
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كما نلاحظ من الشكل (13) أن ربط عنفة باستطاعة 1.5 ميغا سيؤدي إلى تغذية الحمل القريب من العنفة بالاستطاعة مباشرة منها وأن أي استطاعة اضافية تولدها العنفة ستحقن في الشبكة باتجاه معاكس لاتجاه جريانها قبل وصل العنفة حيث تم ملاحظة انعكاس التيار في الباسبار Bus1 لتبلغ قيمته 7.1[A] وبزيادة قيمة استطاعة العنفة إلى الضعف ازداد التيار المعكوس و المار في الباسبار Bus1 إلى 53.74[A]. |
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) 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الشكل(14): تيارات 2Bus خلال الحالة الأولى مع وبدون وجود التوليد الموزع |
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وبناءً على ما سبق فإن زيادة استطاعة العنفة المربوطة إلى الباسبار Bus1 سيؤدي إلى زيادة قيمة التيار المار بحيث تتجاوز قيمة التعيير الاسمي للحماية الأولى، وللتأكد من ذلك تم إضافة عنفة باستطاعة 4.5[MW] إلى نقطة الربط السابقة ذاتها وتم في هذه الحالة ملاحظة زيادة تيار الباسبار إلى 112[A] كما هو موضح بالشكل الآتي: |
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![](data:image/png;base64,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) 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الشكل(15): تيارات 1Bus خلال الحالة الأولى مع وبدون وجود التوليد الموزع |
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وقد تسببت هذه الزيادة بفصل الحماية الأولى خلال حالة العمل الطبيعية كما هو موضح في الشكل(16) |
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![](data:image/png;base64,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) |
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الشكل(16): فصل حاكمة الحماية الأولى نتيجة زيادة التيار بسبب إضافة العنفة |
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ولتجنب مثل حالات الفصل الخاطئة هذه لابد من إعادة تعيير حاكمة الحماية بما يتناسب مع مساهمة العنفة في التيار عند دخولها باستطاعتها الاسمية. |
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الحالة الثانية: |
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(إضافة التوليد الموزع قبل الباسبار Bus1 – عطل ثلاثي الطور متوازن عند الباسبار Bus1) |
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) 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الشكل(17): نقطة ربط العنفة ومكان العطل خلال حالة التشغيل الثانية |
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نلاحظ من الشكل (18) بأن مساهمة العنفة الريحية بتيار العطل هي مساهمة بسيطة حيث أن التيار المحقون في الشبكة يتبع لسرعة الريح المتاحة بالإضافة إلى أن نظام التحكم الخاص بالمولد يحقن تيار محدود ومتناسب مع قدرة تحمل العناصر النصف ناقلة في تجهيزات الربط لهذا المولد. |
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) 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الشكل(18): تيارات 1Bus خلال الحالة الثانية مع وبدون وجود التوليد الموزع |
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ويوضح الجدول الآتي قيم تيارات العطل وزمن فصل حاكمة الحماية من التيار الزائد عند اختلاف قيمة التوليد الموزع: |
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الجدول (3): قيم تيارات 1Bus خلال الحالة الثانية |
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وكما هو موضح في الشكل (19) فإن الاستجابة الزمنية لحاكمة الحماية من التيار الزائد تأثرت من حيث زمن الفصل |
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F4PMO+JRkKhXDhwoVBf6YbDAY0NDTA4/FETEurfgvKbDbD4/GgpaUFiqLAYrHgmmuu0XTymqIoaGlpwcSJEzUHGQ2d5+IxPtOud4xIY8YgOSMDyMzUO4lKlmUkJSUJtfy8XiAlBbDbk2MPPIrMZjMyMjL0jkGkstlsyByBz5OEhARMmjRp0ONdenQj0HtJK636LaiCggIoigJJkjBr1izExcXhzTff1DRRv98PWZY1hxgtQv6lGwoBgs2rUCgk3PKTZeFmEwAItpeAaGQM52fCYKbTb0GZTKY+fyYiIhoNvNQREQ2LgwcP9nmdPa/Xq+k6dQPZs2dPxMVoh0tJSQn27Nkz7NOl4cGCIqIBlZWVYdu2berjbdu2RZRF+Pn+Csrn82HXrl0Dvsa2bdsgSRKmT5/e5/N79uxBcXExAODJJ5+EJElRt8DYtGmTetmgTZs24ciRI+pzxcXFEQd4hZ+/5557+swWPmpZkiT1dYHeSzSFfx9+zul0RuVZtmyZOkxf84S0YUER0YCuv/56HDp0SH189OjRiA/jqqoq3HjjjXA4HOoJqZ8viFiysrKgKAo2btyIwsLCmMNnZGREFA4AfPLJJ2hvbwfQe0mhS0+Yra6ujjgp98SJEzEvZ7Rr1y4oioJbbrkFaWlpqK2tBQAsXrxYPY0mfE+nMK/XixUrVmDdunXqMLxKxNCxoIhoQKNxu40VK1YA6D1EOjc3N2amNWvWRNzr6a233sLixYvVxytXrlQL0ul0YsaMGepjt9sNq9Xa5ykyfbn77rvx8MMP49lnn4057K5du7By5cqIc7IGuocVDYxHPxBdyY4uADxvaxt24kbg2v/f51N5eXmorq5Ge3s70tPTkZWVhaqqKtjtdqSkpEQMG77dRviGhW63GxkZGXj88cdRWVmJvLw8rF69OuKCsseOHcPu3bvhcrkwe/ZsTXHnz5+vFtP27dvx29/+Vt1dFy4fr9eLn//85ygqKsIf/vAHeDwe7NixAzfddJO2efKpefPm4emnnwbQW7bh4l2wYEHERWGPHz+uXrJp7969qKioQHl5edQllUgbFhTRlWzSXcAYjdd9S+q/GJYvX44//vGPKC8vx2OPPYYxY8bgb3/7G+rr6zVdacFqtUb83+fzRRTUrFmzMGvWLJw5cwZXXXUV5s6dizlzBr4K+1133QWHwwGfzwebzRa1RTRv3jz8/ve/x/bt29UriL/22msoKSnB229rLO1PXXq18qysrIjv4C49KXbatGk4fvw45s2bh6KiIhQVFUXtiiTtWFBEV7JJdw3LZObNm4ctW7agsrJSvY37gw8+iMrKSjz66KNRww/1exdJkgB8VmQDyc7Oxvvvv4/3338fpaWlUc8vWbIEDzzwAAoLC5GZmYmbbroJDzzwANxut6bdiGFutxubN2/G4cOHYw779a9/HatXr464BxQNHQuKiGJKTU2F2+3G0qVLI8pn2rRpfR5sMHfu3EHdbqO4uBh2ux11dXUoLS3VfD+mVatWYefOnX3e8iMnJweVlZV4+eWXAQA33ngjampq8MQTT2ia9u7du3Hq1Ck4nU7s2rVL3V05ELvdjvvuuw8333wzli9fDo/Hg2XLlml6PYrGgiIiTUbydhufPxpuID/84Q/Vn7du3YqtW7f2mclms0W8Vnx8vHpgRyyf/7eGpaamRt1Ow263R7zOhg0bsGHDBk2vQwPjUXxEJLxVq1YNqsS02rFjh6YtPNIHt6CISHgjdduLhx9+eNinScOHW1BERCQkFhQREQmJBUVEREJiQRERkZBYUEREJCQWFBERCYmHmRMJavbs2diyZQu2bNmidxT6AnnmmWf0jjBsWFBEgvrwww+HNF5TUxPS0tJgsViGOdHQybKMpqYmZGRk6B0lgtPphN1u1ztGhMbGRowbNw5ms1nvKLrjLj4iIhISC4qIiITEgiIiIiGxoIiISEj9FpSiKOol5GVZ7vMS+URERCOl36P4qqur0d3djZkzZ+LgwYOYMWMGACAQCKjDGAwG9Q6Yl1IUBbIsQ5blEYh8eUTLJKF3fkGgXOE/TkSbV4AEWRbvDyXR5lP4D0qRcoU/D0TKBEC4+QSI+f67nEyf38AZzMZOvwXV3NwMg8GAkydPoqOjA62trfjvf/+LQ4cOqcNMnjwZycnJUeP6/X60t7drDjEaFEiw+v0439iI6ErVhyJJGNPVhYttbQg2NuodRxUMBuFyuYTaam5pMeHixSQ0NroBYZZg7/vEZBLrbI3W1lb4/X6hDlOWZRmtra19/kGrJxGXX0tLCwKBgFC5QqEQ2traBj2eJEk4d+4cOjo61N91d3drHr/fOWCxWNDR0YExY8bgwoULmDJlCux2OxYtWhRzoj09PbBarUhPT9ccZDR0NFgwbvJkvWNESkpC0vjxgEC5AoEALBaLUMvP4wESE4HJkxP1jhIhGAxiskDLDgCMRqOQ50EZjUbhzoMKhULCLT+DwSDceVChUAgmk2lIy+/z4xw4cEDzuP0W1Pz58yHLMiRJQk5ODkwmE/bt2zfocEREREPRb0EZDAYYDL3HUBiNxlELREREBPAwcyIiEhQLioiIhMSCIiIiIbGgiIhISCwoIiISEguKiIiExIIiIiIhsaCIiEhILCgiIhISC4qIiITEgiIiIiGxoIiISEgsKCIiEhILioiIhMSCIiIiIbGgiIhISCwoIiISEguKiIiExIIiIiIhsaCIiEhILCgiIhISC4qIiITEgiIiIiH1W1CyLCMUCgEAFEWBLMujFoqIiMjU3xOHDh2Cz+fDkiVLsH//fsTHxwMAAoGAOozBYIAkSVHjhgtNxFITLZOE3vkFgXIpiiLcHyWKAgASZFnRO0oE0eYT0LuOi5Yr/HkgUiZAzOUn5vtv6JnC6+Ol09Kq34Ly+/2QJAn/+c9/0NLSgrS0NJw/fx7vvPOOOkxGRgaSk5P7HLe9vV1ziNEhwdLTg87GJgCCfMhJEmwXL6L7wgUEGhv1TqMKBoNwu92DWpFGWlubCRcvJqGpqR2ixJIkCS0tLbBYLELNq9bWVgQCAZhM/b69R50sy2htbe3zD1q9SJKE5uZmmM1m4ZZfMBiE0WjUO4pKlmW0tbUNejyDwYBz586ho6ND/V13d7fm8ftdg2fOnImuri7YbDZs3LgRLpcL7733HhYuXBhzoj09PbBarUhPT9ccZDR0NMRh/OQMvWNESkxE0rhxwOTJeidRBQIBWCwWoZafxwMkJgIZGYl6R4kQCASQkSHWOmU0GpGWlgaLxaJ3FJUsyzAajcLNq2AwKFwmg8GAcePGwWw26x1FFQqFhrz8Pv85cuDAAc3j9ltQU6dOjXiclpY2yFhERERDx6P4iIhISCwoIiISEguKiIiExIIiIiIhsaCIiEhILCgiIhISC4qIiITEgiIiIiGxoIiISEgsKCIiEhILioiIhMSCIiIiIbGgiIhISCwoIiISEguKiIiExIIiIiIhsaCIiEhILCgiIhISC4qIiITEgiIiIiGxoIiISEgsKCIiEhILioiIhMSCIiIiIbGgiIhISP0WlCzLCAaDUBQFPT09CIVCo5mLiIi+5Ez9PfH222/D5/MhPz8fH374IUKhEDweD2pqatRh0tLSYLVao8YNBALweDyIi4sbmdRDIkEKheByuQEoeofpJUlI6OlBT2cnQi6X3mlU4WUt0vLr7DTC74+D290NRZDFBwAdHR1wCbTsAMDj8cBgMMBk6vftPeoURYHH4+nz80JPoi4/k8kEo9GodxSVLMtDWn6SJMHlcsHr9aqPe3p6NI/f7xocCATUiVVXV2PRokVwu91ISEhQhzGbzf2+CYxGo1BvEEBCCIDJJM5ChyTBYDDAaDRCEmheSZIEk8kk1PIzGg2fzitxMgEQbj4Bn733RMqlKIpwmQAxl184k2gFNZR5JUkSrFYrJElSf2cwaP9mqd9Xy8nJQXd3N9ra2jBlyhT4fD6kpKQgKysr5kR7enrQ09ODlJQUzUFGQ4fRKFwmmM2wJCQAAuUKBALq8hZFQgJgMgEpKRa9o0Rwu91CzScA6O7uRlJSEiwWceaVLMu4ePGicPOqvb1duEwXL15EUlISzGaz3lFUoVAI3d3dQ5pXycnJEY8bGho0j9tvQWVkZKg/5+bmAgDKy8sHm42IiGhIeBQfEREJiQVFRERCYkEREZGQWFBERCQkFhQREQmJBUVEREJiQRERkZBYUEREJCQWFBERCYkFRUREQmJBERGRkFhQREQkJBYUEREJiQVFRERCYkEREZGQWFBERCQkFhQREQmJBUVEREJiQRERkZBYUEREJCQWFBERCYkFRUREQmJBERGRkFhQREQkpJgFJcsyjh8/DpfLNRp5iL5gJL0DEF2xTLEGOHnyJNxuN5qbm9He3o6PPvpIfS4tLQ0JCQlR4wQCAbjdblgsluFNexkUAEZ/F7z1v9U7ymckCdLUeihdfwXq/613GpUsyzBevAhvd7LeUVTx7UDB1YC3Xu8kkczudniDY/SOEcHQ2Ql/RyJCRnF2kCiKAmNnJ7zeFL2jRDC3t8MbEGv5GTs74e9KRNBw5S0/CQrSU8ZrHj5mQdlsNpw8eRLp6emIi4tDamqq+lxiYmKfJWQwGBAXF4e4uDjNQUaDO/1BJCb49Y4R4cJtG5BqS4ZBpD/EQwqUQCeMCeJ8mEy+WsGSVA+MCWJ9mCjdSULNJwBQ/J0wJCTBaBRnpVIUQO7xwJhg0ztKBNkr4PLr6YQhXqzlJysKFH/H5S8/RYGvVfvgMQtqypQpWLNmDQCgvLwcdrs95kR7enrg8/mQlJSkPckouBA/HZb0TL1jRFCU8zBPnAij0ah3FFUgEIBsbIMlPV3vKCpZlhGUG2FJn6x3lAhB/xnx1impCaa0NKH2YMiyDAVNsKRn6B0lQijghCU99mfaaJLRCNO4cTCbzXpHUYVCIchoHpbl5/7PAc3DirMNSUREdAkWFBERCYkFRUREQmJBERGRkFhQREQkJBYUEREJiQVFRERCYkEREZGQWFBERCQkFhQREQmJBUVEREIasYJSFGWkJj1ksizrHSGKiPMJEDMXM2kjYiZAzFzMpJ0euUakoLq7u9HQ0DASk74sdXV1ekeI8sknnyAYDOodI4Lf74fT6dQ7RgRFUfDJJ5/oHSNKbW2t3hGiOJ1O9PT06B0jQigUwunTp/WOEeXjjz/WO0KUM2fOwO8X664LwWBQl8/0ESkoWZYRCARGYtKXRbSFDkDI+aQoinC5FEURcvmJmCkQCAj3V7iI6xQg7vITjV7vv5i327iUJEmaVnxJ6r2PiWhvEkDMTIB4uRRFES4TIN58AsTMBIiVi58JgyPa+0+v5Scpg3jFPXv2oL4+9i1NwzPXINAdIYHeLTsRM0mSpK4AIhBx+YmYCeA6pRWXn3YiZhrO5VdYWIjrrrtO07BizQUiIqJPDWoLioiIaLRwC4qIiITEgiIiIiGxoIiISEj/B0CWg3tb/HAwAAAAAElFTkSuQmCC) 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الشكل(19): تغير استجابة الحاكمة 1 خلال حالة التشغيل الثانية |
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حيث زادت سرعة الفصل للحاكمة نتيجة زيادة قيمة تيار العطل، ولكن نتيجة صغير قيمة التأثر يمكن القول بأن أداء حاكمة الحماية عند حالة التشغيل الحالية حققت الغاية المطلوبة. |
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الحالة الثالثة: |
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(إضافة التوليد الموزع إلى الباسبار Bus1 – عطل ثلاثي الطور متوازن عند الباسبار Bus10) |
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) 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الشكل(20): تيارات عينة من الباسبارات المدروسة خلال الحالة الثالثة |
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![](data:image/png;base64,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) 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الشكل(21): توترات عينة من الباسبارات المدروسة خلال الحالة الثالثة |
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نلاحظ من الحالة السابقة أن مشاركة العنفة بتيار العطل كانت صغيرة نسبياً مقارنة بقيمة تيار العطل، ويعود السبب في ذلك إلى بعد نقطة العطل عن مكان ربط العنفة. |
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الحالة الرابعة: |
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(إضافة التوليد الموزع إلى الباسبار Bus10 –دون وجود عطل) |
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) 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الشكل(22): تيارات عينة من الباسبارات المدروسة خلال الحالة الرابعة |
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) 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الشكل(23): توترات عينة من الباسبارات المدروسة خلال الحالة الرابعة |
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الحالة الخامسة: |
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(إضافة التوليد الموزع إلى الباسبار Bus10 – عطل ثلاثي الطور متوازن عند الباسبار Bus1) |
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) 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الشكل(24): تيارات عينة من الباسبارات المدروسة خلال الحالة الخامسة |
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAP0AAACjCAYAAABBsRh7AAAYTklEQVR4nO3de0zb9/3v8ScY29xvjsP9HhoMFBI6SmgoJaQpSad1XXqydWlVbZq6SZN62r9OpU472s6mSZ2mdfudaBepl3WqmkxZk452pYRfiZsmwYRLuF9DgQAmiQPmYhtMIJw/OHFh0CQGB5J83w8pku18P9/P119/X/jjr9+fr73m5+fnEUIohvdGb4AQYn1J6IVQGAm9EAojoRdCYST0QiiMhF4IhZHQC6EwEnohFEZCL4TCSOiFUBifWy1gtVrx8bnlYkKIu9js7CxhYWHAbYTex8eHoKCgO75RQog7Z3Jy0nVbhvdCKIyEXgiFkdALoTASeiEURkIvhMJI6L/G4OAgJpOJ3t7eZf9XVlbGxMTEiu2cTidmsxmAL7/80rWuxsZGTCYTJpNp1dvU2NjI1NQUdrud0tJSrFbrbbW7sR033NiOqakpmpqalizX1dXF+Pg4AH19fa7th4Wvb00mEy0tLa42PT09a3pOTqeTnp4eVz/V1dW31a6mpob29nampqaW9N/X10dXVxcOhwO73e567u3t7QCu5Re3aWpqwmQyYbfbV/087iUSeuC/Phvk+TfbeP7NNv7rs4UD/Ny5c+zYsYPa2tolyw4PD6NWqwkODl5xXVqt1nVA/fWvfwWgrq6O7OxszGYzO3bsuOX2jP7vHNe/mZYKACYmJjh58iSNjY1cvHgRvV7P0NAQDQ0NN11XaWkpp0+fXvLYje3w8/PjzTff5OrVqwC8/fbbnD9/nrq6Ojo7O/nggw+AhYAB9Pb2EhkZibe3NxUVFdTU1NDf3096evqKfxwXu3jxIu+//77r3w3V1dWcOHECgJaWFtLT03njjTduuq6RkRGSkpJoaWlhdHSUw4cPu0L9j3/8g5aWFhobG+ns7OTtt9927QeA0dFRhoaGSEtL45e//CWff/45Go2GHTt2cOnSpZv2e7+QqpubMJlMTE5OUllZib+/P2azmfDwcPr7+2lpaaG/v5/x8XGSkpLo7e3lySefJDQ0FG9vbxoaGtiyZQtmsxlPXIbw/PnzfP/73+fMmTM4HA4GBwfR6XRMTk4yNTXF+Pg4Y2NjbNq0CbvdTkFBATqdjqeeeopjx44tWdf8/DylpaXs2rWLBx98kI8++oj09HR2797N3NwcY2NjjIyMsHnzZhwOB/7+/kvap6en09HRQV1dHS+99BLNzc0kJyev6nnV1taSn59PT08PZrOZ9vZ2RkdHaW9vp6qqii1btqBWq6moqKCkpIS8vDx0Oh01NTU4nU4A8vLyaG9vR6VSERERQUpKCqdPnyYlJQWDwUB9fT3Z2dlL+g0NDSU1NZXW1la2bduGyWQiPj5+Vc/hXiPv9DexY8cOIiIi6OzsBCA5OZnk5GQSEhLo7+/HYDCg0WgAyMrKIjQ0FICgoCBOnTrFt7/9bd5//32ioqLWvC0DAwP09vYyOjpKUFAQqampJCQkkJqaytWrV1GpVCQmJgKwfft2dDrdsnX09fUxMTHB3r17CQwMpL+/H51Oh5+fH93d3aSkpAALBVkjIyM89NBDvPHGG2RkZCxZz+DgIH5+fjzwwAP09PQQHh6+ZMh/u5qamoiLi8PLy4t//vOfbN68GYPBQHh4OFu2bKGjowONRkNMTAwqlYq8vDxg4WNGVlYW0dHRWK1WtFotarWajz/+mG984xv4+fmh1WqZmZlh165d/Pvf/6awsHBJ33a7nYGBASIjI5meniY1NZX6+nq3n8O9SN7pgf+5O3bZYwaDgQ8++ID4+Hh27NiB0WhEr9eTlJTkCn9paSlpaWmEhISg1Wpdbbdt24ZarWbz5s1kZWVhMBhc67wd4f9n+cH30EMPYTAYSE5O5sqVK4SEhKDT6SgrKyM/P5+qqipmZmYwGAyEhIS42tXU1DA/P09bWxvXrl0jMTGRDz74AL1eT2ZmJiqViujoaMxmMyEhIa537LS0NBISEsjMzCQ2dmH/REVFcfbsWcLCwti3bx+wMBrq7u523f868fHxHDx4cMljarWaAwcOAAujDz8/PzQaDU8//TRVVVW89NJLnDt3js2bN/Poo4+62qlUKj7++GNiYmKIj4/H29ubTZs2sXXrVkJDQ1GpVJSUlGCz2YiOjmbXrl2u0cqN6tJPP/2UV1991XXbbrdTVFR0W6/Pvc7rVpfAnpyclDJcIe5xi3Msw3shFEZCL4TCSOiFUBgJvRAKI6EXQmEk9EIojIReCIWR0AuhMBJ6IRRmXcpw5+bmcDgc69HVEjabjbGxMWJjY7FYLLS2tpKRkUFXVxfXrl0jJyeHwcFBrFYrO3fuxGKx0NHR4Sr5nJmZYWBggJSUFFf7nJwcurq6sNlsZGRkoNfrqampwWAwMDU1RWtrK/n5+UvKcsW9q6uriwceeABYmCtgt9uJi4vjwoULhIWFkZ2dTVVVFQEBAWRlZVFbW4tKpWL79u3AwszE6OhotFotra2tWCwWtm3bRkNDA1qtlvz8fGBh2nR2djatra2oVCrS0tLc2k6VSrVsYtTXWZfQq1SqVZXyvv322wQFBXHgwAHeffdd5ufnefjhh/njH/9Ifn4+3/3udzl69CiDg4P84Ac/oLy8nMnJSbKzsykqKuKtt94iJiYGg8HA8ePHeeGFFwCoqqriueeeA8BisRASEkJzczNdXV3k5uZy/Phxvve97/GrX/2KrVu3kpqaypEjR3jttdcAOHnyJM8//zywMJ/8yJEjvPrqqxw6dIif//znnDhxgmeffdZDe0+slsVi4ZVXXuH1118nNjaWP/3pTyQmJhIQEEBVVRUpKSkUFBRw5MgRLl26xCuvvMI777zD/Pw8P/vZz+jp6eHQoUO888471NfXc+3aNZ544gmOHj1KcXExOp0Oi8XC9u3b+fOf/4yPjw8ajYb29nYiIiIIDAzkD3/4A6+//jqDg4PY7Xa+9a1vcf78eYKDg3nssccAOHz4MGazma1bt2I2m7FarWRkZNx2iN11Vw/vb0x1tFgsXLhwgcTERMLCwggKCsJgMODv749KpeLgwYOcPHkSjUbDyy+/zMWLFwH40Y9+BCzUHQ8MDPDJJ5/Q0dGBl5cXhw8fZmRkBLVaTVtbG9HR0ajVauLj4+nt7UWr1fLb3/4WX19fLly4QFBQEB9++CEWiwU/Pz9KS0vp6uqivr6ePXv2YLFYiIuLIzw8nLm5uQ3bZ+IrDofDFazPPvuM4OBgtmzZAkBERATZ2dmcOnWKn/70p6Snp/Puu+/y8ssvU1BQwPnz50lJSWH37t3Awlz/ubk5PvzwQ2JjY6mrq6O8vBy9Xs+FCxfw9vZmbGyMhIQEsrOzGR0dJSYmhv3797v6n5yc5L333sPPz48rV65QWlqK2WzGy8uL8PBw2traSEpKIiIiAovFcsf2y10d+qSkJGDhAhIJCQkkJibS1tbG7373O2w2m+viDmq1mtnZWVc7b++lT0ulUvHAAw/w5JNPUltby8GDB3nkkUeoqqoiIyODkpISjEYjs7OzTE9Pu6bI3qBWq0lLS8NgMHD27FmeeeYZnnrqKYxGIzU1NdTU1NDW1obNZgPwyPx5sXYJCQmuqc+jo6Pk5ORQVVXFY489xg9/+EPeeustxsfH0Wq1+Pv743Q6CQgIQKPRLDmeADQaDbt372Z6epqcnByeeOIJ18VH8vPzycnJob+/H6fTicPhWPbxztfXl7y8PLy9vfH19eXAgQM4nU6OHTvG9PQ0jY2NDA0NMT09zfT09JKZkp6m+sUvfvGLmy0wMzOzYZ9PP/vsM3p6eti+fTvV1dXY7XY2bdpEc3Mzly9fJj09nfb2dsxmM3l5eXR2dmKxWAgLCyMpKYna2lquXr1KamoqFouFpqYm8vPz+eKLLxgaGiIvL4+KigosFgu7du1ienqavr4+9u3bh0aj4YsvvmBsbIzMzEza29sZGxujuLiYyspKmpubKS4uZv/+/QQGBvLwww8zMzNDT08PhYWFBAQEbMg+E1/p7+/HaDSiVqvJzMykurqa+fl5rl+/TmdnJ+Pj4+Tl5XH69GkuXrzI448/zqeffuo6HiYnJ+ns7GRsbIycnBwqKioIDg7G4XDQ2dlJSEgIPj4+nDlzBrvdzje/+U2qq6ux2Ww8+uijTExM0NbWxuzsLDt37qS6uprZ2VkiIiJobm7Gx8eHgwcPsm3bNrRaLSUlJdTV1REaGkp6erpH98XiHMvUWiEUQKbWCqFgEnohFEZCL4TC3NXXyBuxXePClSm32sSEaYkN++rEo+0f/8ut9r6PPI9PXJbr/n9ePvpWNm3a5HZhhbhzBq1OhqxOt9rkJX91efPps+8xO9B0k6WXC/zeb123r169SkdHh1vtCwoK3FreXXd16C9cmeL/Vg661WZ/jp7YML3r/kzrf7vVXpOxB+K+un/jO39xbzrXO8Gxeve+885L/urM+exAk9vH0GIOh+OuO4ZkeC+EwqzLO/3s7Kzrp5LcMWmbdruNw+FgZGTEdd/L7T4nYVF7dzmdziX9i421mjkfS16/mRm3j6HF7ScnJ9fW/23y8fG57YKedQm9j4/Pij++cCtB4xOAe38s/P39l/Q16m6fgUFoVrGtN2i12lU9V3Fn+PtfB9z7jbrFr59No2HGzT4Xt1/N7+Pd6eNHhvdCKIyEXgiFkdALoTASeiEURkIvhMJI6IVQGAm9EAojoRdCYST0QiiMhF4IhZHa+2V9Su39/URq71dY1u21r4LU3ouNIrX3y8nwXgiFkdALoTASeiEURkIvhMJI6IVQGAm9EAojoRdCYST0QiiMhF4IhZHQC6EwUnu/rE+pvb+fSO39Csu6vfZVkNp7sVGk9n45Gd4LoTASeiEUxmPDe6vVSllZGd7eS/+OJCUlkZeX56luhBBr5LHQz87OUlBQQHx8/JLHW1paPNWFEMIDPBZ6vX7hN+ErKyux2WwkJSVhMBjIzMz0VBdCCA/w+Nn74uJiZmZm+Pvf/47VaqWwsNDTXQgh1sDjoT9x4gR2u53i4mKSk5M9vXohxBp5LPSXLl2itbWV6OhoYKEooqWlhbGxMQoKCjzVjRBijTwW+uDgYLy8vLhy5cqSx2NjYz3VhRDCAzwWen9/f4qLiz21OiHEHSK198v6lNr7+4nU3q+wrNtrv4UTJ07Q2NjI008/jUqlIjk5WWrvxYaR2vvlPF6G6+3tjV6vR6PRMDg46OnVCyHWyOOhj4uLw8vLi5qaGnJzcz29eiHEGnk89OfPnyc4OJi0tDSOHj1Kc3Ozp7sQQqyBx0Ov1+vJysri1KlTvPDCC1gsFk93IYRYA4+H3t/fn4aGBrRaLWVlZWi1Wk93IYRYA4+fvU9OTmZqaoqwsDDS09OJjIz0dBdCiDXw+Dv9uXPnaGhoYG5uDrPZ7OnVCyHWyOOh12q1GAwGOjs78fJyt6xBCHGneXx4n5mZSXR0NG1tbVKkIsRdyKOh7+zspLS0lLi4OJxOJ/n5+URERHiyCyHEGnk09Fu3buW5555zTa+9QWrvxUaR2vsVlnV77V9jfHycsrKyJY89/PDDUnsvNpTU3i/nsdCHhITw7LPPcvXqVc6cOUNMTIxcOUeIu5DHz95XVFSQmZnJ5cuXaWpq8vTqhRBr5PHQazQahoaGGB8fR61We3r1Qog18vhXdkVFRQwPD5OamkpUVJSnVy+EWCOPh767u5vLly9jNpvRaDRyUkuIu4zHh/fZ2dnodDq6urrkqysh7kIef6evrq5Gr9fzk5/8RD7TC3EXuiOf6YUQdy/5qWohFGZdLoE9Nze3qnLIqekpt9s4nc5VlT4u7tO5hvbXrl1bU//Cs5xOp9ttFr9+s7Oza2o/NeX+Mbya40elUuHv739by65L6FUqFUFBQW638/Odd7uNVqtd0pe7Zbh+vn5oVrGtN6jV6lU9V3FnaLXuz99Y/PrZfHzcLsNd3N7Pz29N/d8JMrwXQmEk9EIojIReCIWR0AuhMBJ6IRRGQi+EwkjohVAYCb0QCiOhF0JhJPRCKIyEXgiFkQk3K/QpE27uHzLhZjmZcLOsT5lwcz+RCTfLyfBeCIWR0AuhMBJ6IRRGQi+EwkjohVAYCb0QCiOhF0JhJPRCKIyEXgiFkdALoTBSe79Cn1J7f/+Q2vvlpPZ+WZ9Se38/kdr75WR4L4TCSOjvYQ6Hg9LSUo4ePep6rKOjA6PRyBdffAFAeXk59fX1ALz33ntYLJYl6ygvL+fw4cPYbDYAenp6KCsr4/Tp09hsNkpLS6mqqgLAaDS6bt9QWVlJaWmp6/7w8DDl5eUcP34cgLKyMoxGI1NTU5SWlmI0Gj28F4S7JPT3MH9/f5566il8fHwYHh4GIC0tjaKiIrq7uzl79ix6vZ6cnByGhoYYGxtbdm6lpKQEu93O1atXAUhJSWHfvn2UlpZSWVlJYWEh+fn5WCwWHA4H+fn5S9oXFxczMTHhuh8VFUVJSQmnTp2iqamJhIQEioqKaGlpISoqSn7K/C6wLp/pxZ3jdDoZHR0lKioKAKvVSmNjI8HBwQwNDXH9+nXq6up48cUXSUxMXNa+vr6ewMDAJSesjEYj+/fvp6uri7q6Otrb29m+fTsDAwMcOnSIF198Ea1WCyyMNry8vJas02g0kpyczPDwMDabjU8++YTQ0FBCQkJoaGhg//796HS6O7hXxM3IO/09zOl08utf/5rvfOc7AFRVVTE6OkpRURETExMkJiYSGxuLSqVasb3dbicqKorIyEisVisffvghAwMDTExMsGPHDjZt2kRaWhpBQUFkZGSg1+sJCgpyBR4WPjI8/fTTAJhMJhoaGigqKuLKlSuEh4eTlJSEWq0mJiYGvV6PTqdDrVbf+Z0jvpaE/h7mdDrZvXs3TU1NDA8Po9Pp0Gg0GI1G9u7dS25uLj4+PuzevZvR0VECAwPp7e11DfEDAgL48ssvCQgIIDc3l5iYGK5fv05wcDBGo5E9e/bQ3d1Nfn4+oaGhpKSkLBvep6WlUVNTw+joKDqdjvj4eIxGIz/+8Y/Jzc3F6XTy+OOPs2/fPrRaLSkpKQQHB2/E7hL/nwzv72HBwcFLPiPfGOLHxcW5HsvLy3PdXunz9M6dO123c3NzAUhISFixTXZ29rL2hYWFrtvh4eHL2iz+I/GffzDExpB3eiEURkIvhMKsy/D+2rVrS77WuV2+1508luDe36XNmilGRkZc96ey/odb7WdVIagWtY+OjnarfUBAwJL+77Rj9ZZbL/Qf9ufoXbenTv7VrbYqfTKazD2u+xcvXmR8fPy224eEhBAfH+9Wn2uxWTPl9jG0+PWbicxhThXqVvv5Re1nZ2fdPoZWc/x4e3sTFhZ2W8t6zc/P37TWdXJycs1lgZ5Yx/1uZGREvsa6Cdk/N3er/bM4g+syvNdoNOvRzT1tNTXaSiL75+bc2T/rEvrF3+uKld3uDCmlkv1zc+7sHzmRJ4TCSOiFUJj7OvTd3d2YTKZbXkiht7cXgMuXL1NbW7sem3bXcDqdmEwmzp07d9Pl6uvraWlpWaeturu0tLRgMpluelZ9eHgYk8m0jlu1evd16Jubm4mIiODTTz/92mV+85vfcPbsWQBOnjyJr68vJ06cWK9N3HCTk5M0NTXh7+/PqVOnVlxmbGyM6Ohourq6VnUlmnvdv/71L7Zv385f/vKXFf/f4XDwt7/9jfj4eD7//PN13jr33dehdzgctLS0oNFoOHLkCAAff/wx5eXlmEwmrFYrr732muvMp0ajITIykr6+vo3c7HVnsVhob28nMDCQY8eO0dXVRVVVFR999BEmkwmVSoXZbMbhcODtfV8fMiuam5ujurqa0NBQjh07BsDvf/97mpqaOHbsGJcuXcLb25u+vj6sVusGb+2t3devoL+/P0888QSNjY2oVCqcTicOh4OCggLGxsbo6OhYsvzU1BRjY2PExMRs0BZvDL1ez5NPPsnp06eZm5tzFdsUFhYyMDBAe3s7aWlpJCQkLLsIhxKoVCoKCwux2WxMT08zOTnJ3NwcWVlZREdH093dzauvvkpkZOQ9ceysS3HORjGZTAwNDfH4449jNptpa2tj27ZtjI+P09vby549e6ioqADgwQcfZG5ujv7+fvbu3bvBW75+HA4HZWVlADzzzDM0NjYyMjJCamoqQ0NDDA0NUVxcTGVlJXq9fskEG6WorKzEarWSk5ODr68vjY2N6HQ6QkJCaG5u5pFHHuHcuXMEBQVRXFy80Zu7osU5vq9DL4RYsO4VeUKIu4eEXgiFkdALoTASeiEU5rbm08vPNAlx/7jl2XshxP1FhvdCKIyEXgiFkdALoTASeiEURkIvhML8P2pAEZkhVocfAAAAAElFTkSuQmCC) 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الشكل(25): توترات عينة من الباسبارات المدروسة خلال الحالة الخامسة |
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![](data:image/png;base64,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) |
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6-النتائج: |
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تظهر عند إضافة المولد الريحي إلى الشبكة مجموعة من المساوئ تتعلق باختلاف التيارات الاسمية في الشبكة, وكذلك زيادة سويات الأعطال في الشبكة المضيفة, وبالتالي يجب أخذ ذلك بعين الاعتبار عند تصميم الحمايات والعمل على تنسيقها الزيادة الحاصلة في التيار نتيجة إضافة هذا المولد الريحي. |
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يزداد تيار العطل بزيادة استطاعة المولد الريحي المضاف إلى الشبكة, كما يزداد في حالة تبعثر المولدات الريحية المضافة إلى الشبكة المدروسة. |
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مع ملاحظة اختلاف زمن عمل الحماية قبل وبعد إضافة المولد الريحي, وأحيانا العمل الخاطئ للحمايات وفصل المغذيات السليمة بدل المغذيات المعطلة يجب إعادة النظر بانتقائية وتنسيق الحمايات بعد إضافة المولدات الريحية لتحقيق وثوقية وجودة التغذية الكهربائية, أو استبدال الحمايات من التيار الزائد العادية بحمايات اتجاهية قادرة على تحديد جهة التيار والفصل بالشكل الصحيح دون تعرض الحمايات لحالات عدم الوصول. |
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المراجع العربية:
1- الدكتور علي حمزة، أستاذ في قسم هندسة الطاقة الكهربائية، جامعة دمشق،" تكامل التوليد الموزع في أنظمة التوزيع الكهربائية" 2010-2011.
2- الدكتور علي حمزة، "تقويم تأثير التوليد الموزع المتجدد في التوتر وضياعات الاستطاعة في شبكات التوزيع الكهربائية"، جامعة دمشق، 2009.
المراجع الأجنبيّة:
1. J. Sadeh, IEEE Member, M. Bashir, Student Member, IEEE, E. Kamyab,’’ Effect of Distributed Generation Capacity on the Coordination of Protection System of Distribution Network”, November 2010
2. Shah Arifur Rahman, Member, IEEE, and Byomakesh Das, Member,IEEE, University of Western Ontario, London,” Impact of Distributed Generation on Power System Protection” ,November 2010
3. 5- Protection of electricity distribution networks, Overcurrent protection,Chapter 5, 2009 by Taylor & Francis Group, LLC
4. J. Sahebkar Farkhani1 / M. Zareein2, H. Soroushmehr 3 / H. Mortazavi, SIEEE 4, “Coordination of Directional Overcurrent Protection Relay for Distribution Network With Embedded DG”, Tehran, Iran, 2019IEEE
5. Proceeding of the IEEE 28th Canadian Conference on Electrical and Computer Engineering,” Impacts of Distributed Generation on the Coordination of Protective Devices in Distribution Network”, Halifax, Canada, May 3-6, 2015
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) 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