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B&R automation
طبقه بندی سرو موتورهای B&R
1- سرو موتور 8WSA
2- موتور گیربکس 8WSB
3- سرو موتور (سنکرون موتور) 8LVA
4- سرو موتور (موتور سنکرون) 8LS
5- سرو موتور (موتور سنکرون) 8LSN
6- سرو موتور(موتور سنکرون) 8JSA
7- سرو موتور (موتور سنکرون) 8KS
8- تورک موتور(موتور گشتاور) 8LT
سرو موتورهای سنکرون B&R مدل 8LS جهت مصارف با کارایی بالا و پر بازده طراحی ، تولید و عرضه شده اند.گستردگی حق انتخاب در این دسته یعنی سرو موتورهای گروه 8LS دست سازندگان و طراحان خطوط تولید را جهت مناسبترین انتخاب در راستای حداقل فضای اشغال شده باز نگه داشته است.
سرو موتورهای گروه 8LS از تولیدات بروز آوری شده شرکت B&R در خانواده محصولات استاندارد قرار میگیرند.
ویزگیهای سرو موتورهای B&R سری 8LS
1- ابعاد کمتر و حجم سبکتر و چگالی توان مطلوبتر
2- ساختمان ساده تر
3- محورهای واکنش سریع به لطف خواص دینامیکی پویا
4- کاربرد عمومی بواسطه قابلیت تحمل اضافه بار
5- قابلیت کنترل پذیری عالی به لطف بهینه سازی اعوجاج در گشتاور
انکودر هایدنهاین محلی برای ذخیره اطلاعات سرو موتورB&R
تمامی اطلاعات و داده های مکانیکی و الکتریکی مرتبط در انکودر هایدنهاین منصوبه در سرو موتورهای B&R و ACOPOS ذخیره می شود.بنابراین کاربر نیازی به تنظیم پارامترهای سرو درایو و سرو موتور B&R نخواهد داشت.به محض اتصال انکودر سرو موتور به سرو درایو ACOPOS و روشن شدن منبع تغذیه الکترونیک ،سرو موتورو یا سرو موتورهای موجود و متصل به سرو درایو توسط باز نشانی اطلاعات انکودر هایدنهاین شناسایی می شوند.
درایو سپس بصورت خودکار محدودیتهای جریان و پارامترهای کنترلی و نیز ثابتهای موتور متصل به سیستم را جهت کنترل بهینه موتور تعیین مینماید.تنها مواردیکه کاربر باید بهینه سازی کند کنترل کننده های سرعت و موقعیت هستند که این مهم توسط سامانه یکپارچه راه اندازی به نام B&R automation محقق می شود.
این موضوع علاوه بر کمک شایان توجه بهنگام راه اندازی امور مربوط به سرویس و خدمات پشتیلبانی را نیز به حداقل ممکن می رساندو میتوان سرو موتورهای B&R را بدون نیاز به زمان اضافی جهت تنظیم پارامترها تعویض و جایگزین نمود.