Tên sản phẩm:
Gối trượt ống SC30 UU Samick
Mô tả: Ổ Trượt Vòng Bi SC30UU Samick
Cụm gối SC30UU Samick
Đường kính lỗ 30 mm
Chiều rộng tổng thể 78 mm
Chiều dài tổng thể 59.5 mm
Lỗ lắp 30 mm
Ống ngoài Mạ niken không điện
Kiểu phớt Phớt tiếp xúc ở cả hai mặt
Rế Polyme
Vật liệu bi Thép cacbon cao (SUJ2)
Tải trọng động định mức 1370 N
Tải trọng tĩnh định mức 2470 N
Mô tả sản phẩm:Bộ phận vỏ Samick
Đặc điểm: Sản phẩm kết hợp với vỏ nhôm và vòng bi trượt tiêu chuẩn hoặc tự căn chỉnh
Vỏ thép có độ chính xác cao và trọng lượng nhẹ
Không xảy ra biến thể bất thường trong tải trọng hợp lý
Giảm thiểu trầy xước bề mặt
![SAMICK PRECISION IND. CO., LTD 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)