المؤلفون / Authors
الملخص / Abstract
الكلمات المفتاحية / Keywords
أقسام الملف
1-المقدمة والدراسة المرجعية
2-أهمية البحث
3-أهدافُ البحث
4-مواد البحث وطرائقه
5-الدّراسة النّظرية
6-التطبيق باستخدام الماتلاب
7-النتائج والمناقشة
8-مراجع |
التحكم بالمُولّدات التّحريضيّة مُضاعَفة التّغذية في مزرعة رياح لتحسين أدائها أثناء هُبوط توتّر الشّبكة |
Control of Doubly Fed Induction Generator based wind turbine to improve its performance Under Voltage Dips. |
الناشر : جامعة دمشق |
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م. بتول أمين الساطي ، د. غسان ابراهيم، د. رامي موسى |
Eng. Batoul Amen Assate , Dr. Ghassan Ibrahim, Dr. Rami Mousa![](/mag/conference/FCKBIH/ORCID_iD_svg.png) |
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الملخص
تُستخدم المُولّدات التَّحريضيّة مُضاعَفة التّغذية على نِطاقٍ واسع حولَ العالم في المزارع الريحيّة للحصول على الطّاقة الكهربائيّة، حيث يرتبط المُولد التحريضي مُضاعَف التغذية مع الشبكة الكهربائية من خلال ملفّات الثابت والدائر، حيث يرتبط ملف الدائر مع الشبكة من خلال مُبدّلتين الكترونيتين إحداهما ترتبط من جهة دائر المولد( (Rotor Side converter والتي تتحكم بالاستطاعة الفعلية والردية المحقونة في الشّبكة والأخرى للرّبط مع الشبكة ( Grid-Side converter ) ووظيفتها التحكم ـبـ DC-Link الرابط بين المبدلتين. تُعد هذه المولدات حسّاسة للتّغيرات في التوتر الحاصلة في الشبكة وخاصّة بالنّسبة للمزارع ذات الاستطاعات الكبيرة مما يُقلّل من موثوقيّة النّظام بشكل عام. يُسبّب هبوط الجهد بنسبة معينة ولفترةٍ زمنيّةٍ قصيرة جداً لا تتجاوز بضع مليلي ثانية اضطّراباً في سلوك المُولد التّحريضي مُضاعف التغذية كالتيّارات الزائدة في طرف الدّائر والتوترات الزائدة عند DC-Link . حالياً تتجهُ غالبية الأبحاث لإيجاد حلول تصميمة للحدّ من الآثار السيئة لهبوط التوتر على المُولد سواء عن طريق رفد النظام بدارات حماية من التيارات الزائدة ، أو عن طريق تطوير أنظمة تحكم بالمبدلات لتخفيفِ الآثار السّيئة على المُولد، في هذا البحث سيتم تصميم نظام تحكّم بالمبدلة المربوطة من جهة دائر المولد والتّحقق من فاعليته عن طريق دراسة أداء المولد في حالة هبوط التوتر وذلك باستخدام برنامج Matlab
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![](data:image/png;base64,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) |
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الكلمات المفتاحية: طاقة الرّياح ، المُولد التحريضي مُضاعَف التغذية، التيّارات الزائدة ، المُبدلات الالكترونية |
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Abstract
Doubly Fed Induction Generator(DFIG) based Wind Turbines are used on wide scale all over the world in wind farms to obtain electrical power , the whole system that consists of Wind turbine and DFIG are linked to grid, where the winding rotor of DFIG connect to the grid by a back to back converter, that consists of Rotor side converter (RSC) which aims to control active and reactive power which passes into the grid, and Grid side converter(GSC) which control the DC-Link voltage, DC-Link between the two converters. These Generators are sensitive to voltage changes in grid especially for farms with multi-megawatts which reduce the reliability in general. Voltage Dips with specific ratio and for specific time about several milliseconds)cause disturbance that impact on the DFIG performance such as over-currents in the rotor side, and over-voltage in DC-Link. Currently, majority of researches concentrated to find design solutions to mitigate the passive effects of voltage dips on DFIG by supporting the system with protection circuits that limit the over-currents, or through improving control schemes for electronics converters (RSC). In this paper, we would design a control system for RSC and investigate its affectivity by studying DFIG performance in transient state by Matlab Simulink.
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![](data:image/png;base64,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) |
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Keywords: Wind energy, DFIG, Over-currents, Electronic Converters. |
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1. المقدمة والدراسة المرجعية: |
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تزايد توليد الطّاقة الكهربائيّة باستخدام الطاقة الريحية بشكل ملحوظ في السّنوات الاخيرة في كافّة أنحاء العالم، حيثُ أنّها تُعدّ من أكثر مصادر الطّاقات المتجدّدة انتشاراً كونَها غير ملوِّثة، وبنفس الوقت حظيت بالتّطّور السّريع في تقنيّات توربينات الرّياح (Hallak,2018)، يتم السّعي في الوقت الرّاهن إلى تطوير التّوربينات الرّيحية مُتغيّرة السُّرعة لتصميم أنظمة توليد ريحية باستطاعات عالية (1 ميغاوات وأكثر). أصبحت الآلات التّحريضية مضاعفة التّغذية منتشرة بكثرة في هذه الأنظمة بسبب مميّزاتها الفريدة كالعمل بسرعات متغيّرة (في وضعيات دون السّرعة المتواقتة أو فوقها) وذلك عن طريق تعديل توتر وتردد الدائر((Ghennam,2015 وتقدم الاستطاعات الفعليّة والرديّة وفق أربعة ارباع، إضافة إلى أن المُبدّلات الالكترونيّة تُعالج الاستطاعة الانزلاقية في دارة الدائر فقط بما يُشكِّل 25-30% تقريباً من الاستطاعة الاسمية للمُولد مما يُؤدّي إلى تقليل التّكاليف المُرتبطة بالمُبدّلات الالكترونيّة، وضياع استطاعة أقل مقارنة مع الأنظمة الريحيّة القائمة على استخدام المُولد التّحريضي أو المُولد المُتزامن مع مبدّلة تتعامل مع كامل استطاعة المولد(Srirattanawichaikul,2018) كما أن الآلة التحريضية مضاعفة التغذية تتميز بإمكانيّة التّحكم بالاستطاعة الفعليّة والرديّة بشكل مُستقل(Ananth,2016). تتكوّن المُولدات التحريضية مُضاعَفة التغذية الشكل(1) من ملف ثابت يُربط بشكل مباشر مع الشّبكة وملف دائر يُربط مع الشّبكة عن طريق مُبدلتين الكترونيتين بينهما DC-Link ترتبط إحدى المبدلتين مباشرةً مع ملفّات الدّائر وتُسمّى المُبدلة من جهة الدائر و ترتبط الأخرى مع الشبكة وتُسمّى المبدلة من جهة الشبكة (Thomas,2020) تُعد المُولّدات التّحريضية مُضاعفة التّغذية حسّاسة لاضطرابات التّوتر الحاصلة في الشّبكة، فإذا ما حصل نُقصان في التّوتر من جهة ثابت المُولد فإنّ ذلك سيُؤدي إلى زيادةٍ في تيار ملفات الثابت للمُولد التحريضي مُضاعف التغذية وبسبب الاقتران المغناطيسي بين الثابت والدائر فإنه سيتسبّب أيضاً بسريان تيارات زائدة في الدائر وفي المبدلة الالكترونية مما قد يؤدي لتخريب بنية هذه المبدلة ويُسبب فَصل المُولد وبالتالي فصل المنظومة الريحية عن الشّبكة، كما أن هُبوط التّوتر المفاجئ يُسبب زيادة في توتر DC-Link الواصل بين المبدلتين الالكترونيتين من جهة الثّابت والدّائر (Saad,2015). في الوقت الرّاهن، بسبب تزايد الطّلب على الطّاقة، أصبح من غير المقبول فصل المنظومة الريحية عن الشّبكة وخاصّة عندما تكون الطاقة المُقدَّمة إلى الشبكة باستطاعات عالية (عدة ميغاوات ). لذلك ومن أجل زيادة الموثوقية، فإنه من الضّروري العمل على حماية المُولّد من آثار هبوط التّوتر وبالتّالي ضمان بقاء المنظومة الرّيحية مربوطة مع الشبكة وتُسمى طرق حماية المولد لبقائه مربوطاً مع الشبكة بإدارة المولدات التحريضية مُضاعفة التّغذية تحت حالات العطل (Chen,2019). |
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) 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الشكل (1): ربط المولد التحريضي مضاعف التغذية(Döşoğlu,2020) |
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نالت دراسة أداء المُولدات التّحريضية مُضاعفة التّغذية أثناء هبوط التوتر اهتمام الكثير من الباحثين، وأجريت العديد من الأبحاث لإيجاد طرق تحدّ من الآثار السّيئة لهبوط التوتر وأهم هذه الطُّرق طريقة (Crowbar) وتقوم على استخدام مجموعة من المقاومات المربوطة على التّفرع عبر دارة تقويم جسريّة ثُلاثيّة الطور كما في الشكل (2) بين ملفات الدائر و طرف AC للمبدلة من جهة الدائر (Tripathi,2019). |
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) 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الشكل (2): حماية Crowbar للمولد التحريضي مضاعف التغذية ((Din,2019. |
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عند حدوث تيّارات زائدة في الدائر أو توترات زائدة في DC-Link تتفعل الحماية Crowbar مُشكِّلةً ممر منخفض المقاومة للسّماح للتيارات العالية بالمرور خلالها، وعند تشغيل الحماية يتم فصل دارة المبدلة من جهة الدائر عن ملفات الدائر عبر قاطع الحماية (Justo,2018 ) وهذه الطّريقة تحول دون ضرر المبدلة من جهة الدائر وأثناء عمل هذه الحماية يتحول المولد التحريضي مضاعف التغذية إلى آلة تحريضية فقط بدون وجود تهييج في طرف الدائر. في هذه الحالة يستهلك المولد التحريضي مضاعف التغذية كميات أكبر من الاستطاعة الردية من الشبكة عبر ملفات الثابت وهذا يؤثر بدوره على ملفات الثابت. يجب إزالة الحماية بعد زوال خطر نقصان التوتر، لتقوم المبدلة من جهة الدائر بتزويد الشبكة باستطاعة ردية لتسريع استعادة التوتر من جديد. ولكن بقاء الحماية لزمن أطول ضروري لضمان تخامد الفيض المغناطيسي إلى المستوى المطلوب بعد حدوث هبوط التوتر لتستعيد المبدلة من جهة الدائر قدرتها التحكمية التي تعطلت بفعل الحماية ((Vidal,2013. ولذلك يجب اختيار زمن وصل الحماية بشكلٍ دقيق لضمان الاستقرار العابر للنُّظم الريحية القائمة على المُولدات التّحريضية مُضاعفة التّغذية. كذلك يؤدي الاختيار غير الدّقيق لقيم مقاومات الحماية إلى تيارات زائدة خطيرة في الدائر وقمم وتشوهات في العزم الكهرومغناطيسي (قيم صغيرة) أو تسبب توترات زائدة في الـ DC-Link (قيم مقاومات كبيرة). |
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في دراسة بحثية (Pereira,2018) تمت دراسة أثر دمج حماية Crowbar مع دارة مقطّعchopper ، على أداء المولد التحريضي مضاعف التغذية، أثناء هبوط التوتر، ذكر الباحث أن أداء المولد يتأثر بسلوك الحماية أثناء هبوط التوتر وذلك لأنها تقوم بإخراج المبدل من جهة الدائر عن الخدمة عندما يتجاوز تيار الدائر الحد الأعظمي المسموح به وذلك عن طريق قصر المبدلة فيعمل المولد كمولد ذي دائر مقصور. تم في دراسة لـ(Rini Ann Jerin,2018) تبيان فعالية طريقة crowbar لحماية المولد ولكنها تسبب ضرراً للشبكة الكهربائية بسبب استهلاك استطاعة ردية مما يؤثر سلباً على جهد الشبكة، إضافة إلى عدم تحسينها لإشارة توتر DC-Link وحتى ييتم التخلص من تذبذباتها تتم إضافة مخزن طاقة إلى دارة الحماية مع تحكم مناسب لحل هذه المشكلة. العديد من الدراسات اقترحت تطوير هذه الطّريقة للتّقليل من مساوئها فمثلاً (Noureldeen,2018 ) درسَ تصميم حماية crowbar قابلة للتّحكم حسب نوع العطل من خلال المنطق الضبابي حيث تُركَّب حماية على التّفرع مع قاطع قابل للتّحكم لكلِّ طور، ويقوم القاطع بوصل المقاومات على التّسلسل إلى أطراف الشّبكة، وتم رفد هذه الحماية بنظام المنطق الضبابي التكيفي للكشف عن حدوث العطل وبالتّالي تفعيل الحماية الخاصّة بالطور الواقع عليه العطل، أثبتت هذه الطّريقة فعاليّتها من حيث تفعيل وفصل الحماية في الوقت المناسب من خلال التّنبؤ الدّقيق بحدوث عطل. (Yifan,2020) صمَّم دارة حماية تجمع بين مقاومات crowbar لتقليل التّيارات الزّائدة في الدّائر ودارة chopper للتّحكم بـ DC-Link وأثبت ذلك التّصميم قدرته على التّقليل من التّيارات الزائدة وتحسين استقرار توتّر DC-Link عبر دارة مقطّع chopper . نلاحظ أنّ الأبحاث السّابقة عملت على تطوير الحماية ولكنّها لم تحُلّ مُشكلة قِصَر مبدلة الدائر وأنّ طريقة Crowbar لها الكثير من المَساوِئ وبالتالي من الضَّروري البحث عن طُرق أكثر فعاليّة. في هذا البحث سنُقدّم طريقة تحكم بالمبدلة من جِهة الدّائر تدعم المولدات التحريضية مُضاعفة التغذية أثناء حدوث هبوط في التّوتر بحيث يتمّ الاستغناء عن دارة الحماية Crowbar. |
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![](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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أهمية البحث: |
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تأتي أهميّة الدراسة من كَون التّيارات والتّوتّرات الزّائدة التّي تتعرض لها المولّدات التّحريضيّة مضاعفة التّغذية تُسبب الضّياعات ونقصان في الاستطاعة المقدمة إلى الشبكة كما أنها تؤدي إلى فصل المولد عن الشبكة، وإن استخدام التّحكم الشّعاعي التّقليدي يتطلب بشكل ضروري استخدام الحماية التّقليدية Crowbar التي يتم ربطها مع دارة المُبدلة من جهة الدّائر تتسبّب في قِصَر المُبدّلة من جهة الدّائر. ووفقاً لـ(Noureldeen,2017) فإنّ دارات الحماية crowbar التّقليدية غير قادرة على تلبية متطلبات الشبكة الكهربائية والمعتمدة في الأكواد العالمية الحديثة ، وبالتالي من الضّروري تطوير نظام تحكّم قادر على الحفاظ على بقاء المولد مُتّصلاً مع الشّبكة للحفاظ على موثوقيّة الشّبكة وتحسين جودة أداء المولد والشّبكة الكهربائيّة. |
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مُشكِلة البحث : |
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إنَّ التَّحكُّم الشُّعاعي التّقليدي الذّي يتمُّ تطبيقه على المُبدلة من جهة الدّائر يُعاني من عدم القُدرة على إبقاء المُولِّد موصولاً إلى الشّبكة ولذلك يتم اللُّجوء إلى دارة crowbar التي تؤدي إلى قِصَر في المبدلة من جهة دائر المُولد أثناء هبوط التّوتر . ولذلك تم في هذا البحث تطوير طريقة التّحكُّم الشُّعاعي الفضائي SVPWM من خلال إضافة حلقة تحكُّميّة للحصول على قيمة تيار الدائر المرجعيّة وفق المحور المباشر عن طريق تخمين فيض الثابت وتنظيم سرعة الدائر للحصول على العزم الكهرومغناطيسي المرجعي. |
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![](data:image/png;base64,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) |
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أهدافُ البحث: |
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يهدف هذا البحث بشكل أساسي إلى: |
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1-دراسة نظريّة عن حماية المُولد التّحريضي مُضاعَف التّغذية أثناء هبوط التوتر. |
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2- الاستغناء عن حماية Crowbar من خلال تطوير طريقة تحكُّم SVPWM الشعاعية عن طريق حساب قيمة تيار الدائر المرجعية وفق المركبة المباشرة d عن طريق تنفيذ الخطوات التالية : |
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أ-تصميم حلقة لتخمين فيض الثابت بالاعتماد على تكامل توتر الثابت. |
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ب- تطبيق مرشح تمرير منخفض Low Pass Filter لإجراء عملية التكامل بدلاً من التكامل 1/s. |
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ج-تنظيم السُّرعة للحصول على العزم الكهرومغناطيسي المرجعي. |
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د-تشكيل حلقة حساب تيار الدائر المرجعي. |
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مواد البحث وطرائقه : |
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تم في هذا البحث استخدام بيئة الماتلاب من أجل تطبيق طريقة تحكم بالمبدلة من جهة الدائر بما يضمن بقاء المُولِّد مربوط مع الشبكة دون الحاجة لحماية Crowbar بالإضافة إلى التخلص من مساوئ التّحكُّم التقليدي. |
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الدّراسة النّظرية: |
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المُولّد التّحريضي مُضاعف التّغذية: |
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هو عبارة عن آلة تحريضية تتميز بوجود ملفّين هما الثّابت والدّائر. يُربط الثّابت إلى الشّبكة بشكل مُباشر أما الدائر فيُربط إلى الشبكة عبر مُبدلتين إلكترونيتين، نتيجة وجود ملفين سينشأ فيضين مغناطيسيين دوّارين في الآلة نتيجة سريان التيارات ثلاثيّة الطّور في كلا الملفين وهذا بدوره يجعل للآلة المدروسة ثلاث أُطر مرجعيّة: |
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الإطار المرجعي بمحاذاة الثابت α,β: ويدور الشُّعاع المنسوب لهذا الإطار بسرعة مساوية لسُرعة التواقتω_s. |
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الإطار المرجعي بمحاذاة الدائرD,Q: حيث يدور الشعاع المنسوب لهذا الإطار بسرعة مساوية للسرعة الزاوية للدائرω_r |
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الإطار المرجعي المتواقت d,q: والشعاع المنسوب لهذا الإطار لا يدور وإنما يبقى ساكناً. |
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) 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الشكل (3):تمثيل الأشعة الممثلة للآلة وفق أطر مرجعية مختلفة(Abad,2011) |
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هبوط التوتر: يُعرَّف بأنَّه اضطّراب (انخفاض) يحدث لبضع ميلّي ثانية في الشّبكة الكهربائيّة ويُؤثر على الأنظمة الريحيّة القائمة على المُولدات التحريضيّة مُضاعفة التّغذية. |
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الموديل الرياضي للنظام الرّيحي القائم على المُولد التحريضي مضاعف التغذية: |
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1-الموديل الايروديناميكي لتوربين الرياح: |
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![](data:image/png;base64,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) |
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تُمثل هذه المعادلة العزم الميكانيكي كتابع للهواء المتدفق عبر الشفرات. |
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يُعطى معامل الاستطاعة بالعلاقة التالية: |
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![](data:image/png;base64,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) |
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حيث : λالسرعة المحيطية , W_t السرعة الزاوية للتوربين , |
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Vv: سرعة الرياح m/s ، Cp :معامل الاستطاعة |
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:C_t معامل العزم ، β: زاوية الريشة وتختلف قيمها باختلاف نوع التوربين |
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R: طول الشفرةm))، k1,k2,…..:ثوابت تصميمية. |
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ρ:كثافة الهواء Kg/m^3 |
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2-معادلات المولد التحريضي مضاعف التغذية: |
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لتمثيل المُولّد التّحريضي مُضاعِف التّغذية يتم تحويل المقادير الكهربائيّة من تيارات وتوترات وفُيوض مغناطيسيّة من ثُلاثية الطور إلى ثُنائية الطّور وفق المحورين d,q باستخدام تحويلات بارك كما يلي: |
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) 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) 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3-التحكم بالمبدلة من جهة الدائر: |
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في هذا البحث سنُطبّق استراتيجيّة التّحكم الشّعاعي الفضائي بتقنيّة تعديل عرض النّبضة(SVPWM ). ويطلق عليه التّحكُّم غير المباشر بالاستطاعة وذلك لأنّه يتم التّحكم بالاستطاعتين الفعليّة والرديّة من خلال تحويل التّيار ثُلاثي الطّور إلى تيّارين وفق المحورين المباشر d والعرضي q وفق تحويلات بارك (Arif,2020 ). |
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سيتم إضافة مرحلة حساب تيّار الدّائر المُباشر المرجعي لهذه الخوارزميّة بحث تتم إدارة المُولد دون الحاجة إلى دارة الحماية Crowbar . |
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من مُعادلة العزم الكهرومغناطيسي((Badreldien,2015: |
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![](data:image/png;base64,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) |
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سنقوم وفق المعادلة (11)بحساب التيار المرجعي I_drref^* من خلال تخمين قيمة الفيض المغناطيسي في ملف الثابت، ويتم تخمين الفيض المغناطيسي من خلال تكامل موجة التوتر اعتماداً على المعادلات الآتية ((Kadri,2017: |
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إنّ حدوث خلل في موجة توتر الثّابت يُسبب نشوء مركبة DC بقيمة ملحوظة وبالتالي فإن دقة الفيض المحسوب باستخدام التكامل الصرف ستتأثر بمركبة DCولذلك سنعتمد في هذا البحث على حساب الفيض باستخدام مرشح تمرير منخفض(Kadri,2017)، أما العزم الكهرومغناطيسي في المعادلة (11 ) فنحصل عليه عن طريق تنظيم السُّرعة وبتطبيق المعادلة (11) نحصل على قيمة I_drref^* . تأتي أهمية تخمين الفيض في تقدير القيمة المرجعية من كون الفيض مرتبط بتوتر الثابت وما يَطرأ عليه من تغيّرات. من خلال تنظيم الاستطاعة الرديّة وتوتر الدائر يتم حساب القيمة المرجعية لتيار الدائر وفق المحور العرضي (I_qrref) ومن خلال تنظيم قيم التيارات بواسطة متحكم PI بعد مقارنة القيم المرجعية مع القيم الفعلية يتم الحصول على قيم التوترات المرجعيّة وعن طريق الاستعانة بجدول تبديل يتم اختيار شعاع التوتر المناسب للحصول على نبضات القدح للمبدلة من جهة الدائر. |
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4-دارة التحكم بالمبدلة من جهة الشبكة : |
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عن طريق تنظيم توتر الـDC-Link يتم الحصول على قيم التيارات المرجعية وفق المحورين المباشر والعرضيI_dref^*, I_qref^*، لتتم مقارنتها مع القيم الفعلية ومن خلال تنظيمها يتم الحصول على القيم المرجعية للتوتر ومن ثم تطبق طريقة (SVPWM) للحصول على شعاع التوتر المناسب لقدح القالبة من جهة الشبكة. |
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5-طريقة التحكم الشعاعي الفضائي (SVPWM) |
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يتم في هذه الطريقة توليد اشارات توتر متناوب للمبدلة اعتماداً على مبدأ تمثيل شعاع الفضاء. تعطي المبدلة ثنائية المستوى ثمانية احتمالات مختلفة لأشعة التوتر على الطرف المتناوب(〖(V〗_0,V_1,V_2,V_3,V_4,V_5,V_6,V_7. يتم تمثيلها بمخطط فضاء شعاعي كما في الشكل (4) |
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) 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الشكل (4): تمثيل الفضاء الشعاعي SVM ((Abad,2011. |
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يُغطّي شُعاع التّوتر كامل المستوي على شكل سّداسي مُقسّم إلى سِتّ قَطّاعات مختلفة، يَتمثل توتّر الخرج المرجعي المتناوب بشعاع دوار وفق مسار دائري (v^* ) ⃗ . يتم الحصول على الشُّعاع الفضائي للتوتر من خلال تفعيل ثلاثة اشعّة توتر بالوقت المناسب. اعتماداً على موضِع الشُّعاع الفضائي المرجعي فإنّ اثنين من الأشعة المُستخدمة يكونان مختلفين أما الشّعاع الثالث فهو دائماً الشُّعاع الصّفري ويتمثل بـ(〖(V〗_0,V_7. في لحظة ما، يكون شعاع التوتر المرجعي متوضّعاً في القطاع الأول، وتكون أشعة التوتر الفعالة هي( 〖(V〗_1,V_2 الشكل (5). يتم حقن الشعاعين الفعّالين بفترات زمنية t_1,t_2. في فترة تبديل ثابتة، h. |
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) 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الشكل (5): تمثيل الفضاء الشعاعي SVM ((Abad,2011 |
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تُعطى معادلة شعاع التوتر المرجع وفق التالي: |
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) 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الجدول (1):تقسيم قطاعات مستوي الفضاء الشعاعي. |
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) 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![](data:image/png;base64,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) |
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التطبيق باستخدام الماتلاب: |
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بالاعتماد على المُعادلات الرّياضية لكل من المُولد التحريضي مُضاعف التغذية وتوربين الرياح والمُبدلات الالكترونية يتم بناء نموذج Matlab لنظام ريحي قائم على مُولد مُضاعف التّغذية باستطاعة 2MW، توتر 690 V، تردد 50 Hz لاختبار أداء الطّريقة المُقترحة. كما في الشكل (6): |
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) 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الشكل (6): نموذج الماتلاب للنظام الريحي |
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التحكم بالمُبدّلة من جهة الدّائر باستخدام الماتلاب : |
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نُطبق خوارزميّة التّحكّم الشُّعاعي SPVWM على دارة المبدلة من جهة الدائر المُعدّلة بإضافة حلقة لحساب تيار الدائر وفقاً للمعادلة (11) ولدينا عدة مراحل لِحساب هذا التيار : |
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1- تخمين فيض الثابت ويتم من خلال إجراء تكامل لموجة توتر الثابت وفق المحورين d,q وتتم عملية التكامل باستخدام مرشح التمرير المنخفض LPF والشكل (7) يوضح المخطط اللازم للحساب باستخدام بيئة الماتلاب : |
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) 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الشكل(7): دارة تخمين الفيض عن طريق مرشح التمرير المنخفض. |
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فيما يلي تمثيل مرشح التمرير المنخفض Low Pass Filter |
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والذي يُستخدم بشكل أساسي للتّخلص من الضّجيج في الإشارات المقاسة. |
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) 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الشكل (8): مخطط المرشح ذو التمرير المنخفض |
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2- حساب العزم المرجعي وذلك عن طريق تنظيم سرعة الدائر w_r باستخدام منظم PI كما في الشكل (9): |
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) 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الشكل (9): تنظيم العزم الكهرومغناطيسي |
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3-بعد حِساب كُلّ من فيض الثّابت والحصول على العزم المرجعي يمكننا تمثيل المعادلة (11) باستخدام الماتلاب وفقاً للشكل (10): |
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) 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الشكل (10): حساب المركبة المباشرة لتيار الدائر المرجعية |
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4-بعد ذلك تمّ تنظيم تيار الدائر من خلال متحكم PI ليتم بعدها حساب التوترات المرجعية. |
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التحكم بالمبدلة من جهة الشبكة |
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يتم التحكم فيها بشكل أساسي من أجل الحفاظ على قيمة توتر DC-Link ثابتاً. وتم تطبيق خوارزمية التحكم باستخدام تقنية التحكم الشعاعي الموجه على هذه القالبة، |
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1- تم تنظيم توتر DC-Link للحصول على قيمة تيار الثابت المرجعية I_(ds-ref), وفق المحور المباشر d، أما المركبة I_(qs-ref) تفرض قيمتها مساوية للصفر، الشكل (10). |
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) 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الشكل (11):دارة تنظيم توترDC-Link في المبدلة من جهة الشبكة. |
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2-تمت مقارنة تيارات الثابت المرجعية مع تيارات الشبكة المقاسة لتنظيم إشارة الخطأ الناتجة باستخدام متحكم PI. |
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3-من خلال تنظيم تيار الشبكة I_g نحصل على تنظيم التيار للحصول على توترات المرجعية لقدح المبدلة من جهة الشبكة اعتماداً على تقنية SPVWM، الشكل (12): |
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) 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الشكل (12): حلقة تنظيم تيار الشبكة باستخدام PI |
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يُوضح الجدول (2) بارامترات المولد التحريضي مُضاعف التغذية والتجهيزات المستخدمة : |
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الجدول (2): بارامترت المولد التحريضي مضاعف التغذية المستخدمة |
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![](data:image/png;base64,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) 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![](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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النتائج والمناقشة: |
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تم إجراء المحاكاة باستخدام برنامج الماتلاب خلال زمن محاكاة قدره 0.5 sec نحصل على النتائج التالية: |
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يبين الشكل (13) مميزات التوربين الريحي والمتمثلة بالعلاقة بين السرعة المحيطية λ ومعامل الاستطاعة C_p |
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) 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الشكل(13): مميزات التوربين الريحي المستخدم |
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يبين الشكل (14موجة توتر ثابت المولد عند إجراء تخفيض في التوتر من 1Pu إلى 0.6 Pu خلال فترة زمنية قصيرة (0.03-0.13) . |
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) 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الشكل(14) : توتر الشبكة ثلاثي الطور |
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يتبين من الشكل (14) أن استعادة التوتر تبدأ مع زوال العطل بشكل تدريجي دون وجود المقاومات الخاصة بحماية Crowbar |
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وهذا يعد أحد مميزات الطريقة المستخدمة. |
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يُؤدي نقصان التوتر إلى بدء تيار الثابت بالتزايد كما هو مبين في الشكل (15). إن التشوه الحاصل في تيار الثابت يؤثر بدوره على تيار الدائر بسبب الاقتران المغناطيسي بين الثابت والدائر في المولد. |
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</span></div></td></tr></table><div 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