![طرحهای صنعت آب و برق استان آذربایجان غربی افتتاح میشود طرحهای صنعت آب و برق استان آذربایجان غربی افتتاح میشود](/files/fa/news/1403/4/14/153323_238.jpg)
گالوپینگ یا پدیدهٔ نوسان هادی، به پدیدهای در خطوط انتقال هوایی گفته میشود که در آن هادیها دچار ارتعاشی با دامنهٔ بالا و بسامد پایین میشوند که در اثر وزش باد رخ میدهد. هادیها ممکن است تکی یا باندل پوشیدهشده از یخ باشند.
به گزارش "برق نيوز" گالوپینگ یا پدیدهٔ نوسان هادی، به پدیدهای در خطوط انتقال هوایی گفته میشود که در آن هادیها دچار ارتعاشی با دامنهٔ بالا و بسامد پایین میشوند که در اثر وزش باد رخ میدهد. هادیها ممکن است تکی یا باندل پوشیدهشده از یخ باشند. در طراحی خطوط انتقال هوایی این پدیده نقش مهمی در تعیین فواصل عایقی و بارگذاری برجها دارد.
![](data:image/jpeg;base64,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)
این پدیده در هنگام وزش بادهای متقاطع نسبت به سطح هادیهای یخزده رخ میدهد. هر چند این پدیده معمولا در هادیهای یخزده رخ میدهد اما در مواردی هم هنگام وزش بادهای شدید و دائمی در هادیهایی که یخ نزدهاند مشاهده شدهاست.
گالوپینگ میتواند موجب تغییر شدید بار اعمالشده بین فازهای برج یا دوطرف برج شود که موجب خمش عمودی یا افقی و اعمال بارهای پیچشی روی برج یا بازوهای آن میشود. شدت این بارها در حدی است که میتواند موجب تخریب پیچهای برج شود. از دیگر آثار این پدیده سایدگی در بعضی تجهیزات مانند یوک پلیتها و پینهای مقرهها است.
فرکانس این پدیده محدودهای بین ۰٫۱ تا ۱ هرتز دارد و دامنهٔ آن از ±۰٫۱ تا ±۱ برابر شکم (سگ) هر اسپن متغیر است. در خطوط توزیع نیرو این دامنه ممکن است تا ۴ برابر سگ هم برسد.
امواج مکانیکی حاصل از گالوپینگ میتواند به صورت ایستا یا متحرک یا ترکیبی از این دو باشد و بین یک تا ده حلقه در اسپن مشاهده میشود، ولی معمولا تعداد حلقهها کم است. دامنهٔ قله-به-قلهٔ امواج در این پدیده غالبا به بزرگی شکم در اسپن (دهانه) هستند و گاهی (مخصوصا در اسپنهای کوتاه) بزرگتر هم میشوند. طبق مشاهدات اگر تعداد حلقهها بیش از ۳ مورد در اسپن باشد، دامنهٔ امواج کوچکتر از شکم اسپن میشود.
در گالوپینگ بیشتر حرکتهای هادی در جهت عمودی هستند اما غالبا یک جزء افقی در امتداد خط نیز مطرح است. جزءهای عمودی و افقی حرکت معمولا همفاز نیستند و بنابراین یک نقطهٔ روی حلقهٔ مرکزی هادی، یک مدار بیضوی را طی میکند.
هنگامی که گالوپینگ با یک حلقه در یک اسپن رخ میدهد میتواند موجب جابجایی طولی قابل توجه در امتداد خط شود. حرکتهای در اسپنهای بلندتر قابلتوجهترند. حرکت پیچشی (تاب) هادیهای تکی را به سختی میشود از روی زمین تشخیص داد اما تشخیص و اندازهگیری آن با استفاده از علائم مناسب امکانپذیر میگردد.
این پدیده در هنگام وزش بادهای متقاطع نسبت به سطح هادیهای یخزده رخ میدهد. هر چند این پدیده معمولا در هادیهای یخزده رخ میدهد اما در مواردی هم هنگام وزش بادهای شدید و دائمی در هادیهایی که یخ نزدهاند مشاهده شدهاست.
گالوپینگ میتواند موجب تغییر شدید بار اعمالشده بین فازهای برج یا دوطرف برج شود که موجب خمش عمودی یا افقی و اعمال بارهای پیچشی روی برج یا بازوهای آن میشود. شدت این بارها در حدی است که میتواند موجب تخریب پیچهای برج شود. از دیگر آثار این پدیده سایدگی در بعضی تجهیزات مانند یوک پلیتها و پینهای مقرهها است.
فرکانس این پدیده محدودهای بین ۰٫۱ تا ۱ هرتز دارد و دامنهٔ آن از ±۰٫۱ تا ±۱ برابر شکم (سگ) هر اسپن متغیر است. در خطوط توزیع نیرو این دامنه ممکن است تا ۴ برابر سگ هم برسد.
امواج مکانیکی حاصل از گالوپینگ میتواند به صورت ایستا یا متحرک یا ترکیبی از این دو باشد و بین یک تا ده حلقه در اسپن مشاهده میشود، ولی معمولا تعداد حلقهها کم است. دامنهٔ قله-به-قلهٔ امواج در این پدیده غالبا به بزرگی شکم در اسپن (دهانه) هستند و گاهی (مخصوصا در اسپنهای کوتاه) بزرگتر هم میشوند. طبق مشاهدات اگر تعداد حلقهها بیش از ۳ مورد در اسپن باشد، دامنهٔ امواج کوچکتر از شکم اسپن میشود.
در گالوپینگ بیشتر حرکتهای هادی در جهت عمودی هستند اما غالبا یک جزء افقی در امتداد خط نیز مطرح است. جزءهای عمودی و افقی حرکت معمولا همفاز نیستند و بنابراین یک نقطهٔ روی حلقهٔ مرکزی هادی، یک مدار بیضوی را طی میکند.
هنگامی که گالوپینگ با یک حلقه در یک اسپن رخ میدهد میتواند موجب جابجایی طولی قابل توجه در امتداد خط شود. حرکتهای در اسپنهای بلندتر قابلتوجهترند. حرکت پیچشی (تاب) هادیهای تکی را به سختی میشود از روی زمین تشخیص داد اما تشخیص و اندازهگیری آن با استفاده از علائم مناسب امکانپذیر میگردد.
منبع: شبکه های اجتماعی
لینک کوتاه
نظرات بینندگان
انتشار یافته: ۱
در انتظار بررسی: ۰
غیر قابل انتشار: ۰
![](/client/themes/fa/main/img/comments.gif)
ارسال نظر قوانین ارسال نظر
لطفا از نوشتن با حروف لاتین (فینگلیش) خودداری نمایید.
از ارسال دیدگاه های نا مرتبط با متن خبر، تکرار نظر دیگران، توهین به سایر کاربران و ارسال متن های طولانی خودداری نمایید.
لطفا نظرات بدون بی احترامی، افترا و توهین به مسئولان، اقلیت ها، قومیت ها و ... باشد و به طور کلی مغایرتی با اصول اخلاقی و قوانین کشور نداشته باشد.
در غیر این صورت، «برق نیوز» مطلب مورد نظر را رد یا بنا به تشخیص خود با ممیزی منتشر خواهد کرد.
از ارسال دیدگاه های نا مرتبط با متن خبر، تکرار نظر دیگران، توهین به سایر کاربران و ارسال متن های طولانی خودداری نمایید.
لطفا نظرات بدون بی احترامی، افترا و توهین به مسئولان، اقلیت ها، قومیت ها و ... باشد و به طور کلی مغایرتی با اصول اخلاقی و قوانین کشور نداشته باشد.
در غیر این صورت، «برق نیوز» مطلب مورد نظر را رد یا بنا به تشخیص خود با ممیزی منتشر خواهد کرد.