![اتصال نیروگاه علیآباد به خطوط لوله سراسری فرآوردههای نفتی اتصال نیروگاه علیآباد به خطوط لوله سراسری فرآوردههای نفتی](/files/fa/news/1403/4/11/153185_842.jpg)
هر چه محل اتصال به نقطۀ صفر اتصال ستارۀ سیم پیچی ژنراتور نزدیکتر شود جریان اتصال زمین کوچکتر میگردد، در صورتیکه اگر بخواهیم بکمک روش ولتمتری فوق بیش از ۹۰ سیم پیچی ژنراتور را در مقابل اتصال زمین حفاظت کنیم، بعلت ثابت بودن مقاومت بار، باید رله با جریان اتصال زمین خیلی زیاد کار کند و در اینصورت قدرت ترانسفورماتور نقطۀ صفر نیز زیاد میشود.
سرویس آموزش وآزمون برق نیوز: همانطور که گفته شد، هر چه محل اتصال به نقطۀ صفر اتصال ستارۀ سیم پیچی ژنراتور نزدیکتر شود جریان اتصال زمین کوچکتر میگردد، در صورتیکه اگر بخواهیم بکمک روش ولتمتری فوق بیش از ۹۰ سیم پیچی ژنراتور را در مقابل اتصال زمین حفاظت کنیم، بعلت ثابت بودن مقاومت بار، باید رله با جریان اتصال زمین خیلی زیاد کار کند و در اینصورت قدرت ترانسفورماتور نقطۀ صفر نیز زیاد میشود.
در مثال فوق اگر بخواهیم از ۹۵ سیم پیچی حفاظت کنیم، جریان اتصال زمین و قدرت ترانسفورماتور صفر دو برابر خواهد شد؛ لذا برای حفاظتهای بیش از ۹۰ بهتر است بجای مقاومت ثابت از یک مقاومت متغیر که تغییرات آن تابعی از ولتاژ است استفاده شود.
برای مقاومت متغیر و تابع ولتاژ میتوان از تعدادی مقاومت مخصوص که به صورت لامپ ساخته میشود بطور موازی استفاده کرد.
تغییرات و مشخصۀ این مقاومت طوریست که در ولتاژ کم، جریان اتصال زمین نسبتاً زیادی عبور میکند، ولی این جریان با ازدیاد تدریجی ولتاژ مانند شکل (۲۵) خیلی کم افزایش پیدا خواهد کرد.
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)
در این روش حفاظت، بجای رلۀ ولتمتری از رلۀ آمپریک استفاده میشود و ان را بر روی یک
ترانسفورماتور جریان بین راه (ردوکتور) میبندند.
چون این مقاومتهای متغیر FeH بصورت لامپ میباشند و برای ولتاژ ۲۲۰ ولت ساخته شده است، باید ترانسفورماتور صفر در اینحالت بخصوص دارای نسبت تبدیل زیر باشد:
![](data:image/png;base64,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)
با استفاده از این روش میتوان حفاظت را به ۹۵ درصد رسانید. این روش طبق شکل (۲۶) میباشد:
![](data:image/png;base64,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– رلۀ اتصال زمین برای ژنراتوری که نقطۀ صفر ستارۀ آن ایزوله باشد
در مثال فوق اگر بخواهیم از ۹۵ سیم پیچی حفاظت کنیم، جریان اتصال زمین و قدرت ترانسفورماتور صفر دو برابر خواهد شد؛ لذا برای حفاظتهای بیش از ۹۰ بهتر است بجای مقاومت ثابت از یک مقاومت متغیر که تغییرات آن تابعی از ولتاژ است استفاده شود.
برای مقاومت متغیر و تابع ولتاژ میتوان از تعدادی مقاومت مخصوص که به صورت لامپ ساخته میشود بطور موازی استفاده کرد.
تغییرات و مشخصۀ این مقاومت طوریست که در ولتاژ کم، جریان اتصال زمین نسبتاً زیادی عبور میکند، ولی این جریان با ازدیاد تدریجی ولتاژ مانند شکل (۲۵) خیلی کم افزایش پیدا خواهد کرد.
در این روش حفاظت، بجای رلۀ ولتمتری از رلۀ آمپریک استفاده میشود و ان را بر روی یک
ترانسفورماتور جریان بین راه (ردوکتور) میبندند.
چون این مقاومتهای متغیر FeH بصورت لامپ میباشند و برای ولتاژ ۲۲۰ ولت ساخته شده است، باید ترانسفورماتور صفر در اینحالت بخصوص دارای نسبت تبدیل زیر باشد:
– رلۀ اتصال زمین برای ژنراتوری که نقطۀ صفر ستارۀ آن ایزوله باشد
در اینحالت نیز، چون ژنراتور و ترانسفورماتور تشکیل یک واحد را میدهند و ارتباط طرف ولتاژ قوی و ولتاژ ضعیف ترانسفورماتور توسط کاپاسیتۀ ترانسفورماتور CTr برقرار میشود، اتصالی در ولتاژ قوی مستقیماً روی ولتاژ ضعیف مؤثر نمیباشد. از اینجهت میتوان بکمک ترانسفورماتور ولتاژ با سیم پیچی ثانویه مثلث باز، ولتاژ جابجایی را که در اثر اتصال بدنه در داخل ژنراتور و یا در اثر اتصال زمین یکی از سیمهای رابط بین ژنراتور و ترانسفورماتور بوجود میآید مشخص کرده و توسط یک رلۀ ولتمتری و یا یک رلۀ آمپریک مانند شکل (۲۷) سنجید.
ولتاژ جابجایی ایجاد شده در دو سر سیم پیچی باز ثانویه ترانسفورماتور ولتاژ، همانطور که گفته شد متناسب با محل اتصالی شده از صفر تا UG/√ ۳ تغییر میکند و حساسیت رلۀ اتصال زمین که بروی دو سر سیم پیچی مثلث باز بسته شده است باید بقدری باشد که در اثر اتصال زمین شدن شبکه عمل نکند.
اگر اتصالی در طرف ولتاژ قوی باشد، چون ولتاژ قوی و ضعیف بطور خازنی بهم مربوطند، (کاپاسیتۀ متقابل سیم پیچی ثانویه و اولیه ترانسفورماتور CT) باز هم یک اختلاف پتانسیلی بین دو سر سیم پیچی باز ثانویه ترانسفورماتور ولتاژ ایجاد میشود که بزرگی آن بستگی به نسبت مقاومتهای خازنی CT و کاپاسیتۀ قسمت ولتاژ ضعیف نسبت بزمین دارد.
کاپاسیتۀ قسمت ولتاژ ضعیف نسبت بزمین عبارتست از کاپاسیتۀ بین سیمهای رابط ژنراتور و ترانسفورماتور نسبت بزمین CL و کاپاسیتۀ خود ژنراتور نسبت بزمین CG که در شکل (۲۸) نشان داده شده است
این ولتاژ که در حقیقت ولتاژ الکتریکی مزاحم میباشد سبب میشود که نتوان رلۀ اتصال زمین را طوری تنظیم کرد که ۱۰۰ سیم پیچی ژنراتور در مقابل اتصال بدنه حفاظت شود اگر ولتاژ جابجایی در اثر اتصال زمین شدن شبکه UM باشد.
-حفاظت ۱۰۰ % اتصال زمین ژنراتور
اغلب این فکر پیش میآید که آیا باید حفاظت را طوری انجام داد که ۱۰۰ سیم پیچی ژنراتور (تمام سیم پیچی) در مقابل اتصال بدنه حفاظت شود یا ۹۰ حفاظت که بوسیله دستگاههای فوق انجام میگیرد کافی است.
تجربه نشان داده است که امکان اتصال زمین در قسمت هایی از سیم پیچی ژنراتور که از نقطۀ ستاره دور است خیلی زیاد و در نزدیکیهای نقطه صفر به قدری کم است که میتوان گفت: امکان آن تقریباً وجود ندارد.
از این جهت اتصال زمین در قسمتهای نزدیک اتصال ستارۀ سیم پیچی حتی تا قسمتهای ۲۰ ولتاژ نیز از محالات است. این موضوع با در نظر گرفتن اینکه عایق سیم پیچیها در تمام قسمتهای سیم پیچی یکسان است کاملاً روشن به نظر میرسد.
در ضمن در صورت وقوع یک چنین اتصالی در قسمتهای نزدیک نقطۀ صفر ستاره، جریان اتصالی بقدری کم است که نمیتواند باعث خراب شدن هستۀ آهن ژنراتور گردد.
ولی همانطور که گفته شد این جریان اغلب باعث خراب کردن عایق در محل اتصالی و سرایت آن به قسمتهای دیگر میشود و ممکن است سبب اتصال دو فاز گردد از.
اینجهت است که باید حتی اگر اتصالی در نزدیکی نقطۀ صفر هم باشد، بوجود آن پی برد، آنرا سنجید و ژنراتور را از کار انداخت و رفع اتصالی کرد.
جهت حفاظت ۱۰۰ اتصالی سیم پیچی استاتور ژنراتور با بدنه ماشین، معمولاً پتانسیل نقطه صفر ژنراتور را که به زمین وصل است مانند شکل (۳۰) توسط یک ولتاژ خارجی تغییر میدهند.
چنانچه دیده میشود، مابین اتصال ستارۀ ژنراتور و زمین، یک ترانسفورماتور ولتاژ نصب شده است. این ترانسفورماتور که توسط ولتاژ همبستگی ژنراتور تغذیه میشود. سبب بالابردن اختلاف سطح نقطۀ صفر ستارۀ ژنراتور میشود.
ولی به محض اینکه اتصالی در داخل ژنراتور اتفاق افتد، جریان بحدی خواهد رسید که سبب بکار انداختن رلۀ جریانی که حفاظت ژنراتور بکار برده شده است میشود. معمولاً به توسط ترانسفورماتور ولتاژ اضافی میتوان ولتاژ نقطۀ صفر را تا ۱۰ ولتاژ نامی ژنراتور بالا برد.
همانطور که از شکل (۳۰) ملاحظه میشود، بین اتصال ستاره ژنراتور و زمین، یک ترانس افزاینده ولتاژ نقطۀ صفر (مشخص شده با عدد ۱) نصب شده که باعث بالا بردن اختلاف سطح نقطۀ صفر ستاره ژنراتور میشود. ولی به محض اینکه اتصال در داخل ژنراتور اتفاق افتد، جریان بحدی میرسد که سبب بکار انداختن رله جریانی که برای حفاظت ژنراتور بکار برده شده است میشود.
معمولاً توسط ترانسفورماتور ولتاژ اضافی میتوان ولتاژ نقطه صفر را تا ۱۵ درصد ولتاژ نامی ژنراتور بالا برد. در شکل (۳۰) ترانسفورماتور افزاینده ولتاژ نقطه صفر با عدد ۱، ترانسفورماتور جریان برای تغذیه رله جریان با ۲، رله جریان با ۴ و ۳ برای نمایش یک مقاومت اهمی است که جهت محدود کردن جریان اتصال زمین بکار برده شده است.
این مقاومت نیز از نوع مقاومت تابع ولتاژ میباشد تا از عبور جریانهای بیش از حد و خطرناک که سبب صدمه زدن به آهن ژنراتور میشود جلوگیری شود.
این روش حفاظت به وسائل زیاد نیاز دارد و خیلی گران تمام میشود. زیمنس برای حفاظت ژنراتور در قسمت ۱۰ آخر سیم پیچی ژنراتور روشی بکار میبرد که از روش فوق بمراتب سهلتر و ارزانتر است.
همانطور که میدانیم هر ژنراتوری علاوه بر ولتاژ با فرکانس ۵۰ دارای ولتاژ با فرکانس بالاتر نیز میباشد که از همه مهمتر و بزرگتر ولتاژ با فرکانس ۱۵۰ سیکل یا هارمونیک سوم است. مقدار این ولتاژ در موقع بی باری ژنراتور، در حدود ۲ - ۵ ولتاژ نامی و در حالت بار نامی قدری بزرگتر است.
از این ولتاژ میتوان جهت تشخیص اتصال بدنه در حوالی نقطۀ صفر سیم پیچی ژنراتور استفاده کرد. این ولتاژ را میتوان در دو سر سیم پیچی ثانویه مثلث باز یک ترانسفورماتور ولتاژ مانند شکل (۳۱) بدست آورد.
چنانچه شکل (۳۱) نشان میدهد این جریانهای با هارمونیک سوم از ترانسفورماتور ولتاژ میگذرند و در سیم پیچی باز ثانویه آن ایجاد یک ولتاژ با هارمونیک سوم میکند که البته از از نظر قدر مطلق خیلی کوچکتر از حالتی است که یک اتصال زمین در محل اتصال ستاره یا در حوالی آن ایجاد شود، زیرا اختلاف سطحی که در دو سر سیم پیچی باز ثانویه ترانسفورماتور ایجاد میشود بستگی به جریانی که از سیم پیچی اولیه آن میگذرد دارد. این جریان در موقعی که نقطۀ صفر ستاره یا حوالی آن بزمین وصل شده باشد بمراتب بیشتر از حالتی است که جریان از مقاومتهای خازنی بین سیم پیچها و زمین عبور کند.
برای سنجش ولتاژ هارمونیک سوم معمولاً از یک رلۀ جریان زیاد استفاده میشود. بطوریکه رلۀ جریان زیاد را با یک مقاومت اهمی در دو سر سیم پیچی مثلث باز وصل میکنند و برای اینکه فقط جریانی که در اثر ولتاژ با فرکانس ۱۵۰ بوجود میآید از رله عبور کند، یک سد فرکانس بالا نیز در مدار رله اضافه میشود.
در صورتیکه ژنراتور بدون باز باشد همانطور که گفته شد ولتاژ با فرکانس ۱۵۰ خیلی کوچک است، ولی در موقعی که از ژنراتور بار گرفته شود ولتاژ الکتریکی هارمونیکهای بالا مخصوصاً هارمونیک سوم نیز زیاد میشود تا جایی که در اغلب ماشینها باعث بکار انداختن نابجای رلۀ اصلی اتصال زمین میگردد.
این جواب دادن رله در مقابل ولتاژ هارمونیکهای بالا را باید بوسیلهای بدون اینکه حساسیت رله کم شود از بین برود. زیرا کم شدن حساسیت رله مثل این میماند که حفاظت آن محدود شده باشد. شکل (۳۲) جریان هارمونیکهای بالا را نسبت به بار ژنراتور و همچنین جریانی را که رله بازای آن عمل میکند نشان میدهد.
چنانچه دیده میشود جریان با فرکانس ۱۵۰ سیکل میتواند از جریانی که جهت بکار انداختن رله لازم است خیلی بیشتر شود.
بوسیلۀ یک دستگاه پتانسیومتری میتوان این اضافه شدن جریان هارمونیک سوم بازای بارهای زیاد را تقریباً از بین برد. به این طریق که جریانی را که متناسب با جریان بار و به اندازه قدر مطلق شدت جریان هارمونیک سوم باشد و با آن ۱۸۰ درجه نیز اختلاف فاز دارد، از رلۀ اتصال زمین عبور میدهیم. این جریان اثر جریان هارمونیک سوم را در بارهای زیاد بکلی خنثی میکند. شکل (۳۳) از آنجا که ترقی جریان هارمونیک سوم با اضافه شدن بار خیلی زیاد است، ولی ترقی جریان مزاحم بعلت ثابت بودن کاپاسیتۀ ژنراتور در هر حال خیلی کمتر از جریان هارمونیک سوم در حالت اتصالی شدن نقطۀ صفر، یا حوالی نقطۀ صفر میباشد. میتوان حتی جریانی را که برای از بین بردن جریان هارمونیک سوم در بارهای بالا و بدون عیب ماشین بکار میرود طوری انتخاب کرد که از جریان هارمونیک سوم نیز قدری بیشتر باشد. بطوریکه همیشه یک جریان اضافی در رله باقی بماند. در شکل (۳۳) این جریان اضافی باقیمانده با d. نشان داده شده است.a جریان هارمونیک سوم مزاحم و b. جریان شروع کار رله و c. جریان خنثی کننده میباشد. بدینوسیله میتوان مطمئن بود که رله هیچگاه سبب قطع بیجای ژنراتور نخواهد شد. از آنچه گفته شد میتوان نتیجه گرفت که کلیه اتصال زمینهایی که در ۹۰ حلقههای سیم پیچی ژنراتور بوجود میآید بتوسط سنجش ولتاژ جابجایی و اتصال زمینهایی که در ۱۰ حلقههای نزدیک به نقطۀ صفر ستارۀ سیم پیچی ژنراتور بوجود میآید. بوسیله موج هارمونیک سوم سنجیده و مشخص میشود.
همان طور که میدانیم اتصال زمین در نقطۀ صفر یا در حوالی صفر اولاً خیلی بندرت پیش میآید و در ثانی اگر اتفاق افتد تا مدتی خطرناک نمیباشد. از اینجهت بهتر است که اصولاً رلۀ حفاظتی اتصال زمین در حوالی پتانسیل صفر را از قسمتهای دیگر ژنراتور مجزا کرد. به این دلیل برای حفاظت این دو قسمت از دو دستگاه حفاظتی مجزا استفاده میشود.
دستگاهی که حفاظت ۹۰ سیم پیچی را بعهده دارد بمحض عمل کردن، ژنراتور را از مدار خارج میکند و تحریک را بر میدارد؛ و دستگاهی که حفاظت ۱۰ سیم پیچی نزدیک به نقطۀ صفر ستاره را بعهده دارد در موقع اتصالی بوسیله بوق و یا سیگنال ظهور اتصالی را خبر میدهد.
مخصوصاً در حالتیکه ژنراتور شبکۀ بزرگی را تغذیه میکند. (بوسیله چندین ژنراتور)، بسیار لازم است که غفلتاً توان قابل ملاحظهای بعلت یک اتصال زمین ناچیز قطع نگردد.
شکل (۳۴) دستگاه حفاظت اتصال بدنۀ ژنراتور را که شامل دو دستگاه حفاظتی مجزا یکی برای حفاظت از ۱۰ - ۰ و دیگری برای حفاظت از ۱۰۰ - ۱۰ میباشد، نشان میدهد.
در این شکل رلۀ ۲ جهت حفاظت دستگاه در قسمت ولتاژ ۱۰ به بالا میباشد و رلۀ ۳ قسمت ۱۰ به پایین را حفاظت میکند. چون رلۀ ۳ فقط با موج هارمونیک سوم باید کار کند، لذا بوسیله سد فرکانسی از عبور جریانهای فرکانس ۵۰ یا کمتر بداخل رله جلوگیری شده است.
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