SERIES MÁY MAY TỰ ĐỘNG AS
![](http://thietbiaua.com/upload/images/Screenshot%202023-08-23%20150116.png)
TÍNH NĂNG NỔI BẬT
- Phạm vi may là 38-90 cm có thể may XS đến 5XL
- Bánh xe dẫn hướng được cấp bằng sáng chế mô phỏng cử chỉ của người vận hành, giúp máy vận hành trơn tru trong quá trình may và áp dụng được cho nhiều loại vải hơn.
- Viền lai áo hoàn toàn tự động thích hợp cho các bán thành phẩm dạng ống hoặc có đường may vắt sổ.
- Chức năng được cấp bằng sáng chế về đường may ngược thổi khí giúp các đường may bên hông được may ngược theo cùng một hướng.
- May lai áo có thể là giai đoạn đầu tiên hoặc giai đoạn cuối cùng của quá trình sản xuất.
- May tốc độ cao với sợi 100% cotton.
- Các mũi khâu bắt đầu và kết thúc được căn chỉnh hoàn hảo.
- Thiết bị có chức năng tự động điều chỉnh kích cỡ quần áo, giúp tránh nhầm lẫn trong quá trình may do kích cỡ khác nhau trong sản xuất.
- Người vận hành máy có thể xử lý nhiều máy cùng một lúc. Giảm bớt khó khăn khi may thủ công và chuẩn hóa sản xuất, không cần thợ lành nghề vận hành.
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)
Model
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ASC- TBH200
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Capability of Output
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80~120 pcs/ hour
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Power supply
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AC 220V - 50/60Hz
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Air Pressure
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4 bar
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Air Consumption
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190 L / min
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Circumference of T-shirt bottom(Flattened)
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![](http://thietbiaua.com/upload/images/Screenshot%202023-08-24%20094109.png) ![Click and drag to move](data:image/gif;base64,R0lGODlhAQABAPABAP///wAAACH5BAEKAAAALAAAAAABAAEAAAICRAEAOw%3D%3D)
380-900 mm
Folding center distance
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Machine Head
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Normal standard: Bottom hemming with left side fabric trimmer C007KP-W812A-356/CRL/UTP
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Standard seam guide function
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It can be used to sew both front and back stitching positions (with true back stitch function)
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IOT interconnection
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Please select it when ordering
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Sweep the line device
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Standard configuration: blowing device
Optional configuration: Electromagnet wire hooking device
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Chúng tôi đang hoàn thiện hướng dẫn sử dụng cho sản phẩm này