1. Dây đai là gì?
Dây đai ràng hàng composite là dây được cấu tạo bởi các bó sợi polyester nên có độ bền cao. Các bó sợi Polyester này được phủ lên lớp màng nhựa Polymer để tạo nên sự liên kết. Dùng để chằng buộc hàng, ràng hàng thay thế cho dây đai thép mang lại sự hiệu quả tiện lợi trong quá trình sử dụng. Đặc biệt dây composite thường đường dùng để ràng hàng trong và ngoài cửa container tránh trường hợp bị đổ hàng khi mở cửa container.
![](/UserFile/editor/images/tintuc/daydai1.png)
2. Thông số kỹ thuật dây đai Composite 13mm
-
Chiều rộng dây: 13mm
-
Màu sắc: trắng
-
Chiều dài dây: 1100 m
-
Trọng lượng dây: 9.8 kg/cuộn
-
Đóng gói tiêu chuẩn: 2 cuộn/thùng
-
Thiết bị tăng đai: bản rộng dưới 25mm
-
Tải trọng (linear/system) : 300 daN / 480 daN
-
Dùng chung bọ thép 16mm tương ứng
3. Ưu điểm của dây đai Composite 13mm
- Dây đai đóng hàng composite dùng để buộc, chằng hàng, thay thế dây đai thép mang lại sự hiệu quả, tiện dụng và an toàn hơn khi sử dụng. Ngoài ra có thể dùng để chằng buộc hàng hóa trong container.
- Dây đai ràng hàng composite được cấu tạo từ những bó tơ liên kết chặt chẽ với nhau, đảm bảo chịu lực tốt và dai hơn rất nhiều so với đai thép.
- Dây đai composite sở hữu một số ưu điểm sau: chắc chắn như thép, không có cạnh sắc gây hỏng hàng hóa, không bị rỉ, không bị mục, bền bỉ với mọi điều kiện thời tiết và tia UV, độ thẳng và độ mạnh cao.
- Dây đai ràng hàng composite còn có khả năng hấp thụ sốc cao trong suốt quá trình vận chuyển, giữ cho dây luôn căng nhờ vào tính đàn hồi và sẽ giữ như vậy ngay cả trên những kiện hàng hóa bị bẻ cong.
- Dây đai ràng hàng composite do có trọng lượng nhẹ hơn 6 lần so với dây đai thép cùng độ dài, nên rất dễ thao tác, tốn ít không gian và nhân lực hơn.
- Dây đai composite có thể tái sử dụng, dễ dàng nối dây với bọ thép
- Dây đai composite có khả năng chống chọi với các điều kiện khắc nghiệt của môi trường: chống tia UV, chống nước, chịu được môi trường axit và kiềm
![](/UserFile/editor/images/tintuc/daydai2.png)
4. Thiết bị hỗ trợ dây đai
Chúng tôi cung cấp các thiết bị đóng đai đi kèm dây đai Composite như bọ đai sắt và kìm siết đai
- Bọ đai thép
![](/UserFile/editor/images/tintuc/daydai3.png)
- Thiết bị căng dây đai
![](/UserFile/editor/images/tintuc/dungcu1.jpg)
5. Ứng dụng của dây đai Composite 13mm trong đời sống
- Công nghiệp gốm sứ, thủy tinh
- Công nghiệp giấy
- Gỗ, ván ép
- Công nghiệp chế tạo cáp quang
- Vật liệu xây dựng
- Cơ khí, công nghiệp nặng
6. Những tiêu chí chọn mua dây đai Composite 13mm
Dây đai cung cấp bởi những đơn vị uy tín.
Chứng chỉ xuất xứ, chứng chỉ chất lượng và bản test rõ ràng (CO/CQ/ Test Report)
Sẵn sàng cung cấp mẫu để khách hàng kiểm tra.
Có thông số sản phẩm rõ ràng và thông tin đầy đủ mã hàng trên nhãn sản phẩm.
Nguồn hàng sẵn có, giao hàng nhanh.
Vị trí lấy hàng gần, thuận tiện.
Dây đai Composite 13mm do DACA PACKING cung cấp sở hữu rất nhiều tính năng ưu việt cũng như đảm bảo độ dai, dẻo, độ bền tuyệt đối trong quá trình chằng buộc, vận chuyển hàng hóa. Được nhiều doanh nghiệp đánh giá cao về mẫu mã thiết kế cũng như chất lượng hoạt động.
7. Địa chỉ bán dây đai Composite 13mm
Bạn đang có nhu cầu mua dây đai Composite 13mm. DACA PACKING là một đơn vị chuyên cung cấp dây đai Composite 13mm với số lượng theo yêu cầu khách hàng, đảm bảo chất lượng uy tín.
Hãy liên hệ ngay với chúng tôi nếu bạn cần hỗ trợ tư vấn
![](data:image/png;base64,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)
8. Thông tin liên hệ:
DACA PACKING
Hotline: 0902 645 553
HCM: 90/10 Yên Thế, P2, Quận Tân Bình, TP. HCM
BD: KP Đông Chiêu, P. Tân Đông Hiệp, Dĩ An, Bình Dương
Email: info@dacapacking.vn
ĐT: 028 7300 6369
Website: www.dacapacking.vn