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Keywords: Self-Healing, Multi-Agent System(MAS), Decentralized Network, Distributed Generation, Java Language, Jade Platform. |
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1. المقدمة والدراسة المرجعية:
أهم مزايا التأهيل الذاتي هو القدرة على تحمل العطل الذي تتمثل قدرته بقدرة نظام الوكلاء المتعددين MAS على عرض السلوك المحدد مسبقا (Mr. Saurabh Kamble، 4 April, 2017).
درسHVV Priyadarshana وآخرون وصف الشبكات الصغيرة الذكية وأنظمة إدارة الطاقة Demand Energy Response (DER) القائمة على MAS والتحكم في DER في الشبكات الميكروية حيث تمت من خلال دراسته مناقشة أحدث نماذج إدارة الطاقة القائمة على MAS المقترحة للشبكات الميكروية والتطبيقات القائمة على MAS في الشبكات الميكروية (HVV Priyadarshana، 2019).
درس Stephen D. J. McArthurوآخرون تطبيقات هندسة الطاقة التي يتم التحقيق من أجلها في MAS ، كما أنها تحدد المشكلات الفنية التي يجب معالجتها من أجل تسريع وتسهيل استيعاب التكنولوجيا في قطاع الطاقة (others، NOVEMBER 2007).
ركزRobin Roche وآخرون على تطبيقات MAS في أنظمة الطاقة ويصف كيف يمكن استخدامها مع تقنيات الذكاء الاصطناعي الأخرى من أجل جعل الشبكة أكثر ذكاءً ومرونة. بالإضافة إلى تقديم أساسيات نظرية الوكلاء المتعددين (Robin Roche، June 2013).
ركز Pavel Tichy and Raymond J. Staron على وصف معظم الجوانب الأساسية لتحمل الخطأ والمتضمنة ( المعرفة الاجتماعية – التوزع الفيزيائي – تطور العميل ) (Staron، 2010).
نظرا لأهمية MAS في الشبكات الحديثة عند الانتقال من تحكم مركزي إلى تحكم لامركزي فإن الوكلاء لديهم القدرة على اتخاذ القرار لذلك تم نمذجة جزء من الشبكة السورية توتر 66kV في بيئة Matlab كما تم نمذجة وكلاء الحماية، القواطع، التوليد، الاستهلاك في بيئة جافا بالإضافة إلى مراكز التنسيق المطلوبة في الشبكة المدروسة.
سيتم قراءة التيار من خلال برنامج Matlab وإرسال القيم لنظام الوكلاء المتعددين في برنامج Eclipse الذي سيقوم بحماية خطوط النقل من الأعطال الممكنة عليها ومناقشة نتائج هذه النمذجة لمعرفة مدى فاعلية هذه الطريقة.
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2 . مواد البحث وطرائقه:
لقد اعتمدنا في البحث طريقة النمذجة والمحاكاة لجزء من الشبكة السورية ضمن بيئة Matlab/SIMULINK كما استخدمنا منصة جاد بهدف بناء نظام وكلاء متعددين ضمن بيئة Eclipse.
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![](data:image/png;base64,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) |
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3. الدراسة النظرية:
3-1- الوكيل (agent):
يوجد العديد من التعاريف المختلفة للوكيل تشترك جميعها في مجموعة أساسية من المفاهيم هي: مفهوم الوكيل، بيئته، وخاصية الاستقلالية (others، NOVEMBER 2007).
الوكيل: هو عبارة عن كيان برمجي صمم ليتواجد في بيئة معينة حيث البيئة هو كل شيء خارجي بالنسبة للوكيل من الممكن أن تكون بيئة مادية أو برمجية، لتحقيق أهداف محددة، له القدرة على العمل باستقلالية بناء على معارف مسبقة أو تم تعلمها من خلال التعامل والتفاعل والتواصل مع بيئته أو وكلاء آخرين حيث يتعاون مع الوكلاء الآخرين بهدف إنجاز مهام مشتركة (others، NOVEMBER 2007) (اللبي، 2014 ).
ميَز Wooldridge مفهوم الوكيل السابق عن الوكيل الذكي الذي انتقل من الحكم الذاتي إلى الحكم الذاتي المرن (others، NOVEMBER 2007).
3-2- خصائص الوكيل:
1- التموضع: يتواجد الوكيل في بيئة معينة وله القدرة على التعامل والتفاعل مع بيئته عن طريق معطيات يحصل عليها من بيئته (Robin Roche، June 2013) (اللبي، 2014 ).
2- الاستقلالية: يتمتع الوكيل باستقلالية تامة فيما يخص ذاته واتخاذ قراراته وكيفية تعامله مع الأحداث والوكلاء الآخرين المتواجدين في نفس البيئة، حيث يتحكم الوكيل في تصرفاته بدون تدخل طرف آخر ويتخذ قراراته بناء على حالته الآنية وباستقلالية تامة (اللبي، 2014 )، ويتمتع الوكيل الذكي بالاستقلالية المرنة (others، NOVEMBER 2007).
3- الاستباقية: يتمتع الوكيل بالقدرة على أخذ زمام المبادرة في الوقت المناسب لتحقيق أهدافه (اللبي، 2014 ) (Robin Roche، June 2013)، يظهر الوكلاء الأذكياء سلوكا موجها نحو الهدف حيث الوكيل يغير سلوكه ديناميكيا من أجل تحقيق الأهداف، على سبيل المثال إذا فقد وكيل الاتصال بوكيل آخر يحتاج خدماته لتحقيق الهدف، سوف يبحث عن وكيل آخر يقدم نفس الخدمات (others، NOVEMBER 2007).
4- الاستجابة المباشرة(reactivity): يجب أن يكون الوكيل قادراً على الاستجابة آنياً للتطورات والأحداث المحيطة به، والتفاعل في الوقت والمدة المطلوبة (others، NOVEMBER 2007) (اللبي، 2014 ).
5- اجتماعي: يتمتع الوكيل بخصائص اجتماعية مثل التواصل والتعامل مع الوكلاء الآخرين الذين يشاركونه بيئته، والانتقال من بيئة لأخرى في بعض الحالات (Robin Roche، June 2013) (others، NOVEMBER 2007) (اللبي، 2014 ).
3-3- نظام متعدد الوكلاء MAS:
هو نظام متكامل وموزع لعدة عوامل قائمة على البرامج يتألف من مجموعة من الكيانات المستقلة والمتفاعلة تسمى الوكلاء تتطور في بيئة يمكنهم بشكل مستقل الإدراك والعمل لتحقيق أهداف محددة يحتوي مجموعة من الوكلاء (HVV Priyadarshana، 2019) (Robin Roche، June 2013).
يمكن تعريفه بشكل أبسط بنظام يتألف من وكيلين أو أكثر كل وكيل يمتلك أهداف منفصلة (others، NOVEMBER 2007) يهدف هذا النظام للقيام بمهمة ما ويعمل ضمن بيئة برمجية محددة من أهم خصائصه:
1- التفاعل: يجب أن يتمتع بمستوى تفاعلي عالي فيما يخص التنسيق والتواصل والتنظيم والحل المشترك للمشاكل.
2- التنسيق: هناك ثلاث أقسام للوكلاء من ناحية التنسيق هي:
1. الوكلاء المتعاونون: يتعاون وكلاء هذا القسم مع الوكلاء الآخرين لأداء مهامهم.
2. الوكلاء المنفردين: ويضم الوكلاء الذين يعتمدون على أنفسهم فقط لأداء مهامهم.
3. الوكلاء المتنافسون: ويتمتعون بالتنافس فيما بينهم.
حيث يتم التنسيق عن طريق التفاوض أو التحالف.
3- التواصل: ويعتمد التواصل بين الوكلاء على (لغة التواصل – بروتوكول الاتصال – دلالات الاتصال أي مضمون الرسالة المرسلة من طرف الوكيل (اللبي، 2014 ).
3-4- دورة حياة الوكيل:
يوضح الشكل (1) دورة حياة الوكيل في منصة ما وكيفية الانتقال من حالة لأخرى، وفيما يلي حالات الوكيل:
6- مهيأ (Initiated): في هذه الحالة يكون الوكيل في إطار الإنشاء لكن لم يتم تسجيله مع النظام (MAS) (ليس له اسم، عنوان، ولا يمكنه التواصل مع باقي الوكلاء).
1- مفعل (Active): في هذه الحالة يكون الوكيل قد تم تسجيله وحصل على اسم وعنوان ويمكنه استغلال الوظائف التي تقدمها المنصة.
2- متوقف (Suspended): الوكيل حالياً متوقف (برامجه الداخلية متوقفة) ولا يوجد أي مهمة في إطار التنفيذ.
3- انتظار (Waiting): الوكيل متوقف ينتظر شيء ما (برامجه الداخلية في حالة سبات وستنشط في حال توفرت شروط معينة (اللبي، 2014 ).
4- محذوف (Delete): هنا تم حذف الوكيل، برامجه الداخلية تم تنفيذها والوكيل لم يعد مسجلا على المنصة.
5- العابر(Transit): الوكيل المتنقل يكون في هذه الحالة عند هجرته من منصة لأخرى (اللبي، 2014 ).
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) 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الشكل (1) دورة حياة الوكيل (اللبي، 2014 )
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3-5- حماية التيار ذات الخواص الزمنية العكسية:
Inverse definite over current relay
يعتمد هذا النوع من الحمايات على زمن التشغيل العكسي للحاكمة (Almas Muhammad، 2012) أي أن قيمة تيار العمل للحاكمة تتناسب عكسا مع تيار عمل الحاكمة، يمكن حساب زمن التشغيل للحاكمة باستخدام المنحنيات المميزة ويمكن حسابها حسب معيار IEC 60255 أو BS142 وفقا للمعادلة:
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![](data:image/png;base64,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) |
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حيث:
T: زمن عمل الحاكمة.
C: ثابت يحدد من خصائص الحاكمة.
Is: تيار التشغيل.
I: تيار دخل الحاكمة.
: ثابت يحدد الخواص العكسية للزمن (Almas Muhammad، 2012).
3-6- التأهيل الذاتي: Self-Healing
التأهيل الذاتي هو الخاصية التي تمكن النظام من ملاحظة الأعطال وعزلها وإجراء التعديلات اللازمة لإعادة النظام إلى وضعه الطبيعي من خلال (إعادة تكوين - فصل أحمال – التحكم في قوى خرج المولد ...) بدون أي تدخل بشري (Liu، Chen، Yu، و Hou، 2012) (Chathurika Chandraratne، 2017).
لتحقيق التأهيل الذاتي يجب أن يحتوي النظام على حساسات – تحكم آلي وبيئة برمجية متطورة تستخدم الزمن الحقيقي في نقل البيانات لتحديد وعزل العطل وإعادة هيكلية الشبكة الموزعة لتقليل انقطاع التيار الكهربائي (Chathurika Chandraratne، 2017) (Kaygusuz، 2018).
أحد الأهداف الأساسية لشبكة التأهيل الذاتي هو تحسين موثوقية النظام ويمكن تحقيق ذلك من خلال إعادة تكوين القواطع وأجهزة إعادة الإغلاق الموجودة في الشبكة لعزل القسم المعطل عن التغذية وإعادة التغذية الكهربائية لأكبر عدد ممكن من الأحمال من مصادر ومغذيات بديلة (Liu، Chen، Yu، و Hou، 2012)، تحتاج هذه العملية من الوقت من دقيقة إلى 5 دقائق لإعادة هيكلة الشبكة (Chathurika Chandraratne، 2017) (U Sheng). |
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![](data:image/png;base64,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) |
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تم بناء الشبكة ضمن بيئة Matlab تتضمن 29 خط نقل وكل خط نقل لديه حمايتي تيار ذات خواص زمنية عكسية في بدايته ونهايته، ثم أخذ حالة عطل وسجلت قيم تيارات العطل وأزمنة الفصل وفق حماية التيار الزائد، بعد ذلك تم إدخال هذه البيانات إلى برنامج Eclipse المتضمن منصة جاد وفق المخطط العام للعمل الموضح ضمن الشكل (2).
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) 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الشكل ( 2( المخطط العام لآلية العمل
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تم بناء نظام وكلاء متعددين يتضمن مركز تنسيق عام مرتبط مع مركزي تنسيق (مركز تنسق الحمايات – مركز تنسيق الأحمال والتوليد) كما هو موضح في الشكل (3). |
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) 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الشكل ( 3) مخطط صندوقي لنظام الوكلاء المتعددين
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يعبر عن كل حماية بوكيل حماية بالتالي لدينا 58 وكيل حماية وهؤلاء الوكلاء يرتبطون مع مركز تنسيق عمل الحمايات الذي يقوم بتحديد مكان العطل وإرسال أوامر الفصل لوكيل القواطع كما يقوم مركز التنسيق بإعلام مركز التنسيق العام بالأمر المتخذ من قبله.
بعد هذا التعديل يقوم مركز تنسيق الأحمال والتوليد بموازنتهم وفي حال نقصان التوليد يقوم بإدخال أحد وكلاء التوليد المدرجة في الشكل (3) (رياح – شمس – مدخرات).
4-1- دراسة حالة:
تمت دراسة حالة على الشبكة السورية المختارة مقسمة على برنامجين مختلفين:
الأول: Matlab يوضح الشكل (4) المدرج كملحق جزء من الشبكة السورية توتر 66kV التي تم بناؤها ووضع حمايات تيار زائد ذات خواص زمنية عكسية على خطوط النقل بهدف تحديد قيم تيار العطل على طرفي كل خط نقل بالإضافة لزمن الفصل.
تم تطبيق عطل على خط إرسال - جامعة المعبر عنه في جافا ب P16 -P17 وكانت قيم تيارات الأعطال تتراوح بين 0.1595 على طرفي خط النقل واللانهاية عند الحمايات البعيدة عن العطل.
الثاني: Eclipse المتضمن:
-الحمايات: لدينا 58 حماية تيار معبر عنهم في الشكل(5) ب p1------p58 و58 قاطع معبر عنهم ب CBs بالإضافة لمركز تنسيق عمل الحمايات Protections ومركز التنسيق العام CoordinationCenter، المهمة الأساسية لهذه المنظومة هو التأهيل الذاتي القائم على تحديد مكان العطل بدقة وعزله مع استمرارية تغذية الأحمال.
- التوليد الموزع: تم بناء ثلاث وكلاء توليد موزع على الشبكة معبر عنها ب DG1----DG3 يمكن إضافتها في حال انخفاض التوليد أو زيادة التحميل، يقوم مركز تنسيق التوليد والأحمال coordinator باختيار المصدر الأفضل لإضافته إلى الشبكة المدروسة ويقوم بإعلام مركز التنسيق العام CoorinationCenterبالخيار الذي تم العمل عليه.
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) 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) 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الشكل ( 4) الوكلاء المستخدمين في الحالة المدروسة
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1- أسس تحديد مكان العطل:
يتم تحديد مكان العطل تبعا لقيمة التيار (التيار الأعلى هو الأقرب للعطل) بالتالي زمن الفصل لهذا الجزء يجب أن يكون هو الأصغر، يتم اختيار القواطع التي تقوم بالفصل وفقا لمصفوفة مؤلفة من سطر واحد و58 عامود ( نعبر ب0 عن القاطع الذي سيقوم بالفصل و 1 بالقاطع الذي يقوم بالوصل).
[1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 0 0 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1]
يوضح الشكل (6) الرسائل المتبادلة بين وكلاء الحماية والقواطع قبل اتخاذ القرار. |
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) 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الشكل ( 5) الرسائل المرسلة من الحمايات للقواطع
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هذه الرسالة ترسل من الحمايات للقواطع لإعلامها بمكان العطل بعد تحديده لكي يبدأ وكيل القواطع بالعمل (في هذه الحالة العطل كان عند الحماية 16 و17).
يبدأ وكيل القواطع بالعمل فيقوم بطباعة مصفوفة الأوامر وإرسال رسائل إلى مراكز التنسيق الأعلى بأنه تم اتخاذ الإجراء المناسب لحذف العطل كما هو موضح في الشكل(7). |
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) 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الشكل ( 6) الرسائل المرسلة من القواطع لمركز تنسيق الحمايات
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2- أسس اختيار التوليد الموزع:
يتم اختيار التوليد الموزع المضاف أولا تبعا لقدرته على تغطية الحمولة، في حال التساوي يتم النظر إلى تكلفة الاستطاعة المولدة مع اعتبار الطاقة الضائعة في النقل (في حال كان التوليد بعيد عن الاستهلاك)، عند التساوي يتم التفاضل بينهم على أساس انبعاثات غاز ثاني أوكسيد الكربون.
ملاحظة في حال تساوي الوكلاء بجميع القيم السابقة يكون الاختيار عشوائيا بين الوكلاء المحقققة للشروط.
فيما يلي بيانات التوليد الموزع المستخدمة لهذه الحالة المدروسة:
Generation = 248.0
Loads = 315.0
need DG
need energy is: 67.0
D-Generation in bus 6
power = 50
energy cost 75
co2 ammission 3
D-Generation in bus 5
power = 100
energy cost 100
co2 ammission 13
D-Generation in bus 8
power = 100
energy cost 125
co2 ammission 3
the solution in bus 8
the solution in bus 5
pest solution in bus 5
هنا لدينا ثلاث مراكز توليد الطاقة المطلوبة منهم تساوي 67 ميغا وات، التوليد عند قضيب التجميع السادس غير قادر على تلبية هذه الطاقة لذلك سيتم التفاضل بين الموجودين عند قضيبي التجميع 5 و 8،وباعتبار أن كلفة التوليد من العقدة 5 أقل بالتالي الخيار الأفصل هو إضافة التوليد الموزع عند قضيب التجميع 5.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC4AAAAuCAYAAABXuSs3AAACrElEQVRoge3YW0hTcRzA8e/UaIgKC9MeqhcRzG6azT1ZBokKyysDwaAXe8mniKlsU9B5r9TES3gFQ5GBt7Swu4WEFzYsMRVJswc1MDQKBRXsyT0U2tl2OCac7+v5/87vw2Bw+CvSjl3Y5oBVv2jFbb8RzibDpU6GS50MlzoZLnUyXOpkuNQdWLiH2C/cLLzP7aizAJS/GOeQ4Y7YKwCxf/HSckqSNfh6KTnqpaQkWQOl5aKu2Ek0uMe9CooSw1nf3CKrY5jMjmHWN7coSgzH/W6FWGvsiQJXllVSnKRhdW0DY/coSpMepUmPsXuU1bUNSpI1HC6rFGOVPZfh3pVVFCaGs7C6hrFnBE+T3v7M06TH2DPC4o81ChPUeD+ocnWdPZfgR6prMMepmV3+SXbPKD45mX+d8cnJxNQ9ypfvvzDHq1FVVbuy0p7TcP/ah+TFXWRycQVznxVVbtauZ1W5WeT1WZlcWsEcr8a/ttbZtfacgp+oryNHG4Z1fpmCp7Y90TupcrMoeGLDNr9MtjaM4/V1zqy25zA8oKkBQ2wo7z8vUdI/hq/ZIHjW12yguH+ModlvGGNDCWhqcHS9PYfgwY+ayYgO4dX0AuUvx/HLF47eyS/fQNmLcV5PL5ARHcKplmaH3wGgEHohdL6thVuRwfR9/EpvTJJTy/7sWn8n2nMnqXkzwYfUG4LnBF8IaSytpEeepsM2JxoaoDcmiU7bHOlXzhBuaXVo9p/wy13tpEUE0Toyw3Otzmnkbj3T6mgbmeFmRBCXutoFz+0Jj+q1kKoJpHFwircJKS4jd2sgIYXGwSmuawK5+tgiaGZPuLubGzUDEwzpUkUB7tWQLpXad59wd1MIOi/4z/k/Jd/W7kcyXOpkuNTJcKmT4VInw6VOhkudYnt7+8B91gL8Bifd0G+9hE2rAAAAAElFTkSuQmCC)
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تتميز نظرية الوكلاء المتعددين عن الطريقة التقليدية بأنها:
- أسرع في اتخاذ القرار إذ أن كل وكيل قادر على اتخاذ القرار دون الحاجة إلى إرسال القراءات لمركز تنسيق وحيد وانتظار أمر العمل منه.
- أكثر موثوقية في حال فشل أحد الوكلاء يقوم وكيل آخر بالعمل بدلا عن السابق (في مثالنا لو فشل الحماية 16 في اكتشاف العطل فإن الحماية 17 ترسل أمر الفصل للقاطع المسؤولة عنه الحماية 16 حيث تم ربط حماية بداية ونهاية خط النقل لتعطي أمر فصل مشترك بهدف عزل خط النقل كاملا) بينما الحالة التقليدية كان فشل الحماية يؤدي في بعض الحالات لفشل جزء أكبر من الشبكة.
- انتقائية أعلى: كلما زاد عدد الوكلاء استطعنا تحديد مكان العطل بدقة أكبر.
- أفضل في التعامل مع التوليد الموزع: التوليد الموزع جزء من نظام الوكلاء المتعددين عند ربطه يتم تعديل الحمايات على أساس هذا الربط وإعلامه بكل الأعطال الحاصلة بالقرب منه بالتالي أصبح جزء من المنظومة قادر على الفصل ذاتيا في حال إعلامه بالعطل والوصل عند زواله.
- كما أن تعدد مصادر التوليد الموزع يشكل سوق الكتروني ضمن منصة جاد قادر على خلق المنافسة بين العملاء بهدف تقليل تكلفة الكيلو واط الساعي على المستهلك.
- يمكن لنظام الوكلاء المتعددين من التحكم بالحمل إذا كان هذا الحمل من النوع المرن بهدف تقليل الاستهلاك وقت الذروة وزيادتها في الأوقات الأخرى مما يساهم في تقليل الضغط على الشبكة الكهربائية، وتقليل الفاتورة في حال وضع تسعيرات مختلفة ( ترتفع في أوقات الذروة) بالتالي تقليل قيمة الفاتورة على المستهلك.
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الاستنتاجات:
إن تطبيق نظرية الوكلاء المتعددين على التأهيل الذاتي يساهم في:
- زيادة نسبة تشخيص الأعطال.
- زيادة موثوقية الشبكة.
- انتقائية أعلى في تحديد مكان العطل.
- تحكم أعلى بمصادر التوليد الموزع.
- تخفيف أو إلغاء أثر التوليد الموزع السلبي على الحمايات.
- التحكم في الأحمال بهدف تقليل الضغط على الشبكة في أوقات الذروة.
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![](data:image/png;base64,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) |
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المراجع
References
Almas Muhammad, L. R. (2012). Over-Current Relay Model Implementation for Real Time Simulation & Hardware-In-the-Loop (HIL) Validation. IEEE.
Chathurika Chandraratne, R. N. (2017). Smart Grid Protection through Self-Healing. IEEE.
HVV Priyadarshana, M. K. (2019). A review on Multi-Agent system based energy management systems for micro grids. AIMS Energy.
Kaygusuz, M. C. (2018). Self-Healing In smart Grid: A Review. BEU Journal of Science.
Liu, H., Chen, X., Yu, K., & Hou, Y. (2012). The Control and Analysis of Self-Healing Urban Power Grid. IEEE.
Mr. Saurabh Kamble, a. o. ( 4 April, 2017). Transient Stability Analysis of IEEE-9 Bus Electrical Power System. international Journal Of Engineering And Computer Science, 20847-20850.
others, S. D. (NOVEMBER 2007). Multi-Agent Systems for Power Engineering Applications—Part I: Concepts, Approaches, and Technical Challenges. IEEE TRANSACTIONS ON POWER SYSTEMS.
Robin Roche, F. L. (June 2013). Multi-Agent Technology for Power System Control. Chapter in Green Energy and Technology .
Staron, P. T. ( 2010). Multi-Agent Technology for Fault Tolerant and Flexible Control. Berin Heidelberg.
U Sheng, K. W. (n.d.). Agent-based Self-healing Protection System.
اللبي, ز. (2014 ). الوجيز في البرمجة متعددة العملاء على المنصة Jade.
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P5iL8w0OFjnC++9rYuVOuiEOEnnfM/zhhIvFsUvMPjjuX4aagfXxhGYwGH+dwXi8NAQ+2qeMUN9AJ3X42tq7r10a8S8Pq788rsuu47rvDxzwvlBarbYr3w2X5wMZ9LWQfWA46tK7bl+ljPCbUsCat8fJ3aktALWMczGCJsBXFR/dqGmCthvb6Bj3VCQ2vitk68hsBqu/0IRG2p2c9GjertNPeirlzwgAo4gjUKOkLAEaRQku/98ji8ruDOK2I64ODFwm9Q6+hoj7aIz8MLlD8aGtod0rEF/b0+Rr9Okhc9l+HXHbTTk8z54w5y6gVqvcPFsnD0MU5rSgPBGYPgtpaUlFD9hZ7xlKAYhxMc/OBlBdkkD1W2Xn0bbMFwWwUcBpPeLirgMNBwwIDKOOshPrnK8tHDmM7JmmBByLIOGun9J/yeE34/LL8z5WzbWfUzvw+Ff8eLlT/8M3/YKlA7H/q9KvZTzzUIYuBoU21V71VRT0enXRIbRmyCtNnnOUtvi9NWCdfP76bln/mdLDHLKhZ47dmzJx1DL6NWVozVy1RdFa1NNFDK1of6pY6rxG/VhtFbwGEw6QUc5uLF7ao4gwaxeR1lSdAV1rc19vYu/6+1tUWBQMdUnC+j1m9044XDf7euzgQP+6XUKh5C70HRV3JtAbHFEXM5rNcrqEbbxzMY+JzqD712Qb+djY/S1gcDK9o/FY5hYHWolz4V0kuddLA1pEGQdGC8dHT+TsBhPq/D1CAWRxiVfI7R4OBF2BxpVi9A4jenaYNZuwv6XSbJJnVCnCR6Tmsrlq2GPvSiJLYseBHroKxlWVhuhH7Lmo5l8BK2YhHWTgmb/GpZK6hYuzQFBfwKSR3QtEDDr1ewYhdkfej8DC6pXrsQe2K6bqLe5bDiGfQGOWoPwyRCmrSRHpbJkZ7Qbu00JPKp3WzNFBcXKUspFtsJdlfE4khvLJylBBwGGlZUlKvSbKrv2L4Tu+lViXtq99CVuCAaGNRuAb9BTV3t1YJV69fno/wb+zsrQKiu9hTbmD9/PiZOmGCBQB1ih1cZBPST+1WM6jTaEuKjHa860CePBxYHTwka/CY4VX389rF2OXQAVdevks/4WHZxqEkaVq+99hrpskMBLWZ6BQhud50dEm3ttLW3ReHQTkBqZ4jSm+RG0suuR9KLsIcMHaziGz3IFdMxnmRnEXAYTHq7qIDDQEN+pSJ/+E3xBw8exKFDdepN7/kczLN3OJxBRb6MR2MBQevHBoNVvkMBZ/r0K9Rb6C3wWIBxxkDiq/S+8sZvRDjpZR9vQ0hjyZmooss6YcTHxQK/tqtjuyvvvfc+9u/fp0Cqg5samH7cdLaaNdTumLaMODjMr6UsKyvD4CFDMIT+VPbvp7ruDBALOAwmdoiiAo4QIvkdUk4vXPb125V3YC0Pryt90GmVJUD/5pFrEP3YW6q6TuttjpYFwy6E/kTPa33he6qoC6OOiV7qE493bgPZ36qAq8sicZ/fqt/6rcrocP7ssIRCaaHPq1wu70Q6vb0cFOcQiyNI8eDvBRzBGvkeUVlpXem8Pu6rclo+vl7LjsWfsCisFAzbx4/tNOg2+eWYOCiTFC7Ovll1xZ/DaprrHbWORa6g4YZEqvEOF/vcfXL+HAQNbo+Aw2DS20UFHAYaBt0da1B1ykUTF4yHG+K1iJOcKXmdUTSpvyTAwZeoFujS3mXyqTcMMHRRAUfK0yuhgIDDQMMEcMRZ+4kuQrLF5TfxQy9IXo8Jbkm8j5FeXcnMA70bE96ECFrg7mCu//A4Xncdi+VaVAr4CDiCFAr+XsARrJHvEZwAlvhJPnHDL4zkDTOtxwsi3os6TBgzWMSw0AoCS/yZ3G0LhgaXF3AEj1fQEQKOIIWSfJ8IjuCJ6wyYGpw66h6kttBiZzQDR3A/vfoWBh6p98fbJUumrYDDdOaRXVdffyS8nWl+vguqhmw8c7SzBAsPDm5Beld2v7a74Wke77AjxCHFEnCEFCrJYQIOAw3PZ3AoHLiSwwykMCpqDo7UTi/gSE0vr6MFHAYanu/gMOh6FxYNDtYGNU7AEaRQ8PcCjmCNfI9wPuXcoJpOLWp6NXe7NKnHIDLZPXc8IzUXRbdEwGE+JgIOAw39HuRjUGVGi4ZzRfwXn18ws2vhYS6RgMNcQwGHgYZBCWCdv8A8csFdsQtn92LtCTb3g3ZA4vuW+s6Gs11hrCKv9H1nKn8qWgs4DCa9XVTAYaBhEDi46lQmdOpNCQ8O/4XuPmtsqzV8wlrq4EhtVydcZmpYrQUcqc+0hFki27Hpi9j14PBue3BcInxSV2e5K6nWG2QBpQJpAUf6c16XFIvDQMPuHuMw6NoFXVTAYT68Ag4DDWU71kC8Liwq4DAXX8BhoKGAw0C8Liwq4DAXX8BhrqHUIArknAICjpwbcumwKGCugIDDXEOpQRTIOQUEHDk35NJhUcBcAQGHuYZSgyiQcwoIOHJuyKXDooC5AgIOcw2lBlEg5xQQcOTckEuHRQFzBQQc5hpKDaJAzikg4Mi5IZcOiwLmCgg4zDWUGkSBnFNAwJFzQy4dFgXMFRBwmGsoNYgCOaeAgCPnhlw6LAqYKyDgMNdQahAFck4BAUfODbl0WBQwV0DAYa6h1CAK5JwCAo7uOOSRfdiw8SCaUYKLJk/BsFKrkcd2rMLO4/SXfqMxc0xl9lt+bDtW7TxB563A6JljYbXgGHas2gmrWTPRFc0KJ4RPOz37FK7GtI/yGd+06+uCggKOLhA98JQHl+Hhn7+DE7RAZ3/hX7FgqFXi/ScfxJKd9JfRn8C3b58eWE3GD9j3Mn7wi3dxCmPwiW/fjsvVCd7Dk99YAqtZD+F265fd8OPTzvefxDeW7KD2OvvUyc33Gd9OPmtGqzcCx8FlP8TPV/IViEWvxiZ7AlXM/gK+suCijDa06yurwxuP/g9WnwTKZ9yJf7pmcOc1qbuCI9ouAYfR4AeBo+4NPPqrVTiJUVjwtZsx2ehknVNYwBFa1wNY9vDPwZzsdDCeV+CI6SIWR8jJFAQOT0CHrDtLhxmBoz1yCqci7dTUIvTqV4TW441opZ/yS/uib2l+lrqQ2mk2Pv8dLPuQypTPxB2fAJYosgOjFnwdNyVFewT7N2zEgWag5KLJmKIDD6mdPtzR3R4cg3H1V76Iqyu4OzFwDJ//Ddw91w7IhOtpFo86j1yVIHBELZIw89ZP4o14/rt/gFoKaVjQRuDI4qhn7FTROEHFHHzhFuBZFUvoZv55tweHM/aSRUvMaBZcQOCIzg+TeRvTIx0L2hAcrRTpr6FIP9sZvWgHYDyG5UdwvJF/ZiukF/23e32iOxMlQzF5LLBd7V4E7wi0NtZiR00dGrk7vQZj0pgq9OqsznUaOHbjr79egf3UhWFX3oYpJ1/CsprTQO9qLLhhKoViAz6e7RJwBMmW8L2pqxLdlQmet/5ti+0ypWNBpw+Oxm1Y+sQzeO9IW6xteWUYNrgY+w/qgKmOvKcsbfcp0LoHrz/5LN7e2whHTwHu68wb8dkF4wiZGf50Gjjir7ofq7OD22x9fWUB7M0b/84IODIz0KbgyEwrjGpJExxHsfxnP8Hyug5aQH0w7tpPYwFfvf/4PF7detJeYMm3t9QVfO1m1Ow9ruIibKFUDK/GlCvIagkdH2lFY+0O1NQpO4AMgUkYUxXGygkbr3D0s6QKH7v9Nlw5BDi0ZjGeeWUbTnfkoXL23bhvwcXIaETHFBz6isRW1ZSLEYs6hLQ4/HIbDMGROOY8ZtMwddYYVHWa+abXRye7Ku00pz5YgffWxazSqdPnYjzFwhLmhik4WhtRR/O+Vln6qcx7JyvM8m/SA0e043kYPv/fKCDW225RO/a9/GP8YlUSi6PuXTz16z9ix8m467ejRwUon7AAn/v0DAxMshrb972Bxxf9FfubCF6OT17ZSHzsH27H3GSFHQG9pP7dlmfxH89sJrBVYOY9X8L1F8cadPT1n+CRN+sJnFW0ZXY3ZmcyJmgKDl0+rCXhvvb45TakC44MjbnRJdIv3yQTeRyNmyhW9jxqTsfPRZocKBt3A+67bXq8VZomONoj+7Hmxefwp23HcdZ9qoJyTJj/WSycNSRkeMBsNywtcJxY/l94eHkdjeNI/P237sIM5wIPHIjdWPq9/8bajoEYO2UmZl5OGYgcK2jYjZV//jNW7T4N1qRgwFW46975cKzV2Lw5+g4ef2wZanmHY/R1+KdbZ6OSYisfvvIonlp1DB29rsBdX/04LvGdaeH88n0vf58geIr2Xz1M+cgK/PKhP2IvTY5xN/4nbrvMbFrHlfaZWNH2BCWAdTdw2KBe1dgPl0y/EnOdY758OdZ8aFmpeZVz8Pn7FniPubG8PhaHZ1JbKidrwIpffh+v7qVZSxbeR265E1ePysfJmlfw68VrwJ58xcx/xP3XO6zSNMDRuOk5PPa7jeDrbV7ZQIyYOBGThvShhp5G7arV2FzfROsmFQu4C8ARTfzyWlBBW0nU1fZIBO2lpR5kbMfJ1Yvws9/vUAHLBMHVeLZj02++jee2kpnWaxpuf+BTGK3B1U6T41uUxdhRhEm3/jtumeg3AcKBI3mmZoiMyfZ6bHh5CV7dsB8N9iWioLg/qmZdi4XzksRGfCZWVPcgcESvrmlmQ2ba4lBjTlv1Rb2Q6IXGj3mvaXfggU+OTuL6NWDPWy9h6Zs7cLTFslrzCvtg0IS/wcJPJbNSfcYrxHyNm0XkkhzZ9QF22W4CWnZixWtbaGcuD1W0pf95h+nZuPoJ/Oj3u9DqtkrDgqPvLNzzwPWooPF4hLJbm1VY4HO4OcGqIEt/2U/w+Eq6aNJtCpNu/TrN/SDnuSvBYXfsYqeyqQ5Ewtp2uDt5lC9wH+UL9HcetA6LvvkCthHgE92MsDkF4cBhZnEcwOs/+SXe5EsOBVIHjhiOfnRHx9499WDvqoQW//2UNu4ZWDUGRw2e/Y9nUNPqzLdI4SraCeBIfnbHxPccc106gvW/+RFe3MpXV3Jph4/G4LIm1O3ca12Jk1os5uDwc4+t1nlY34jN1bjkuLDgoAvzPTcBLzz+Do7lDcDcu76I+Z4mOJ8/Fo/Lq1qAr31+jiO25aV+uDXgN25puSrtNLG+RQTs8PD9YQwOvjxtwm8e+i3YqEiAQ92r+PHP/pdurfLaww4vhrYmwsU4BuIj9/8L5jkAFln5S3x3WS06fGIc0e9dGrXvW4af8kSgwKr7ChUdJGNwRMh8/jaZz3l0/8j/p/tHgq4+rumRdXDwmO/Eiz/4FdZSnLvX9H/AVz/u4WjuXorvPbGGtsSLMPLvv4w7Z9ixtUaCwiNkaZKZ6lvWL8YRer5GsPJxSh6stTYELpk5G9X9i3Gq5s94a1cTdcDLuvOZj9E5HH8vUsL4V5A7UvwBBf+LaBzvp3HUsUTv5Rxbl2EuGOHXitfZ0gIH2umK9l26orE/QZ+C4p4oLrCr72hFJHKWoJKmmWxXs/PFh/DkWhqQwVfjK/deE8sxOPEGfvbwcnCEJTFTMbwYGhxFk27FN2+Z5APWWH1xFoJjkpdQ+a9R+filqRcuN/Lv8ODdc+Po79s33QpjcND1xw7e5tH5/43On9KWcSrgiMZ6gDJyM75Obka6nyBdot+XkYv6dXJRHSeKrPgFHnp1L23OVePWb96CRC/V1OLwtnRj8T6v+U4w/A7BUE3jf8W9VqotfXRbAsBhHx3svtkHphR3C79WMgcOvkDUr8bvFr+JD0+fja83Q+CgW0F97lrUZjhvaLhNsrBi7MPLP3gMHPdEQCDVaSFUzrwL//y3xXj3qf/GayoyS5PlfspVSViVAe0ICiAHgaPyKtz7pflIeptdIwVvv0/B246SUFeruEH0ax+lOj/xuz0oHjACs66/BqOLTmL1ov/C7/lSz5/AoHQAUtY/jW++sM33opM05hRk/gdaHJWYe++XMd9X1CDwlGHK576KhWMdl5Cjr+Onj/wV9WQhxcfcdF1lmHb7g0hgrSMzFEU0xx6gORZq1zJ/QqYAAAjNSURBVC42r4OzQWPHVs79Ir7k33HPQUvP4kg2/lGLoDeJ8gCJkqKZnHDVdQ9oO7Y8+x08o8ydElTNvwd3zh1oX/HDgKMVh956Ek+8VqsCsLxlpoBw/QjfbazGTc/i54s3U95GrOPJt31jcPMcwKTgcAa6hmP+g/dA3/6RNCjtMSYHX/0RHlthBcyGzr4Rt86fgPIQwxHdavazGlWAcDVee2k5tqpt9QIMmHAJ2rZ+iPZJn8LdN10W6jwJTU66+E9Q7tAPKXeISnkFhwPA0agDjHAt1kDg6Fb6BcMdsYXKWbjzn6/HCJVR3EDXvkfoMQjsP7l3+RzWi3vHhYs6wBEMAKeKMY2SW9JA6/bn8aOnNyi3L/lGgvdizzw4HDkSFO5GaWkRLc0OtEZagGLaSckLuOror6OWi4c5F1mH3/z4RWy1czjyCktRqirm80TUHnfsd0BbSxPO9ihRx7S1nIEdjKdg2ixcNXA93tzaHDu+rQVN7fkoi/pe3KA2tJxpcWWO6r7pBtMxkQ4URvtrtcNrAGPmbQGKexbTsqN2U6Pyi4uQT+c/YzfQ7QalCg41eRf9FC9t42AiM9LdZq+xiPU1j9zE+8hN5NBO3RuP4lerKT/H0T5VuqAXRn/0LtxGuTybFv0QL2yjhVJQjJ6sn6eWScY/OuZ5pCPPFR7PZpwrLFOucHTs3O4rVxnNudFl+XgqW1SCwnPafSYJHH1SLTEGB9VxjNIDHrXSA0D5FMNH98PZ/XtxqNEKjE/45JfxmcucJoPz4me7+nDMuwQdQq4Znql6fusx4FXRGkEzzekSNTfVL+xwAgeUr8I/kvUamDXsakIngMNyY377zKvYcdS12ML3P+5Iz9u1KeX99cWv4N3ao1EQhK0+bvuODMnVv12EP3ol1dgVKgj1HYAJ067GLMqQrX1/Fd7bugdHT1twSPopomj7lynXJerONOCtR7+H1w74lyooLsfQadfhJpeFkDo4+By03bl1OZb8aRX2Hg/RXtUsWnz9qnHDnTfiMttEiT17hRcHgaF8kNLjKsr6VHk46lTBWoYdo+THuRPy2rF98ffw9AYOUnp/eAz7jb4GNy+cjSHOe4wyAQ4+ZeshvLv0d3QROmxtvROkew+agI988hOYFXfCbGvlIwiNYf+q2bh24TyMTSkAZtXXKeDIzORIvZbolbxoIm5+8DO4NIRZnvpZQpYgq2jRw7RtTFehvMppuPmz12J83yZ88Ien8NzaVPbbQ54vJw47gFd//BhWHOP9bLoF4LZbMWtYPurfXoQnleuZR0HIf6EgZNz+fYaUCZG3k6EznQ/VXDjgcOz0eO90ZH84eN//F08tx0E7dhhrAcUcrr4d91yd4Xtcst/F7J8xSXp3n0k30aMSLk1tByl0DwQcTqkuEHA4AlFJE4hCz5LMHdhKNxPVrEWNfUt+r8HVmDSVbsaL2veZO9X5UVOYAHZAT9QNZWuwoaYWJyjXp6iiCpOmXOF9Q1nGRBFwXFDgaD22Ga8/twQr1WU9ja3HjE0sqSicAhkAR7gTZfgoAcf5D47m7fjzi3/B5t2HcFwlm9GH8/ivuwO3ztBbsxmeN1JdhhRoR+TUKfATJ7vzIyYTOxtL5urez1bN0DAFVHOeuiqx7Sxrh+T/4YbrZ6TwHI/siCtnuZAUOF8tpc4Zg/MUHCQGPczkVHtpt30ocucMl9TadQqcr5ZS5yh2/oKjc/SQWkUBUSCEAgKOECLJIaKAKBCvgIBDZoQoIAqkrICAI2XJpIAoIAoIOGQOiAKiQMoKCDhSlkwKiAKigIBD5oAoIAqkrICAI2XJpIAoIAoIOGQOiAKiQMoKCDhSlkwKiAKigIBD5oAoIAqkrICAI2XJpIAoIAoIOGQOiAKiQMoKCDhSlkwKiAKigIBD5oAoIAqkrICAI2XJpIAoIAoIOGQOiAKiQMoKCDhSlkwKiAKigIBD5oAoIAqkrICAI2XJpIAoIAoIOHJ0Dpxta8OOPbuQn5+PMSNGIq9Hj0AlTtBrDXbs2Y1hgwdj6KDBgcfLAReuAgKOC3dsk/YsQm9yf/1/38Q5+ufKaTPQu1cvFBc538YcX7yx6Qz27N+Hd95fgysmT8XUSdU5qpx0mxUQcOToPGAQPL1kMU6SFXHZxGpMHjcBw4YM9VSjo6MDm7ZtxYYPtmD9ls1Y8DfzcM2cuTmqnHRbwJHDc6C5pQV/efdt7Kzdg6ZIEy6vnoKJY8ZgQL/+KCwoiCrT0NiIw0ePYPXG9ag7chhlpWWYM206Jo+fmMPqSdfF4sjROXDu3Dk0NUewat1aPL10MarHjMPll07BDHJDepaVRVXZta8Wazasx9otm1Deuw8+98mb0L+iX1K3JkclzaluCzhyarjjO9tGAdKD9YdRs2Mbtu/+EO3kksycMg2jqkagX9++2HvwADZ+sBXvb96oAqgTRo1G9djxKCkpQX5eXg4rJ10XcOT4HGB4RMht+cPy17Ft107aLRmECaPH4qKBg7GR4hq79+1F/fGjuOGj8zGF3JOS4mL0CLEDk+OyXvDdF3Bc8EOcvIPssnDwc3/dIdTs3Ia/vvsOepf1QmVFBXbv30tbr0PwkZlzcDEFTiv69EWeWBo5PmOs7gs4ZBooBVpaW7Dv0CG8tXolBUHrwcHTPr16o3rceMydPkNZGgX5saCpyJbbCgg4cnv843p/tu0sTtMuyvJ3Vqit14/Pm49xI0ehd89eopIoEKeAgEMmRFQBdlkYHgcO1+H4yZOoumiY2kkpLCwUlUQBAYfMAVFAFDBTQCwOM/2ktCiQkwoIOHJy2KXTooCZAgIOM/2ktCiQkwoIOHJy2KXTooCZAgIOM/2ktCiQkwoIOHJy2KXTooCZAgIOM/2ktCiQkwoIOHJy2KXTooCZAgIOM/2ktCiQkwoIOHJy2KXTooCZAgIOM/2ktCiQkwoIOHJy2KXTooCZAgIOM/2ktCiQkwoIOHJy2KXTooCZAgIOM/2ktCiQkwoIOHJy2KXTooCZAv8HZ83y51daYg0AAAAASUVORK5CYII=) 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