[giaban]Giá: Liên hệ[/giaban]
[hinhanh]
[/hinhanh]
[tomtat]
Nhà sản xuất: SANKO
Xuất xứ: JAPAN
Bảo hành: 12 tháng
Sanko SAMAC-F là một máy đo độ dày lớp phủ điện từ cao cấp của Sanko Việt Nam. Máy được thiết kế và sản xuất theo tiêu chuẩn công nghệ hàng đầu, đáp ứng các yêu cầu kiểm tra độ dày lớp phủ điện từ và sơn trên các bề mặt kim loại và phi kim.
Máy đo độ dày lớp phủ điện từ Sanko SAMAC-F sử dụng nguyên lý đo điện từ và có độ chính xác cao, cho phép đo độ dày các lớp phủ điện từ trên các bề mặt kim loại và phi kim, bao gồm: mạ điện, xi mạ, chrome, nik-en, đồng pha lê, vàng, chì, kẽm, nhôm, thép không gỉ, sơn, nhựa...
Máy đo độ dày lớp phủ điện từ Sanko SAMAC-F có nhiều tính năng nổi bật như: đo đủ 6 loại mặt hàng, đa năng và dễ sử dụng, bộ nhớ lưu trữ đến 10.000 giá trị đo, cho phép lưu giữ và truy xuất dữ liệu đo qua phiên làm việc, tích hợp hệ thống điều khiển giao diện người dùng thân thiện với màn hình hiển thị lớn và cảnh báo âm thanh.
Máy đo độ dày lớp phủ điện từ Sanko SAMAC-F được sử dụng rộng rãi trong các ngành công nghiệp sản xuất, đóng tàu, ô tô, điện tử, máy móc và các ngành công nghiệp khác. Sản phẩm này được phân phối bởi Pites Vietnam - đại lý chính thức của Sanko Việt Nam tại thị trường Việt Nam.
[/tomtat]
[kythuat]
![Sanko SAMAC-F, SANKO Việt Nam, Máy Đo Độ Dày Lớp Phủ Điện Từ Sanko SAMAC-F, SANKO Việt Nam, Máy Đo Độ Dày Lớp Phủ Điện Từ](data:image/png;base64,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)
Thông số kỹ thuật
Range : 0~2.5 mm
Hiển thị: Graphic LCD ( data , messages ) , Đèn nền
Độ phân giải: 1μm : 0~999μm chuyển đổi
0.1μm : 0~400μm、
0.5μm : 400~500μm
0.01mm : 1.00~2.50mm
Độ chính xác : 0~100μm : ±1μm or ±2% of reading 101μm~2.5mm : ±2% of reading
Đầu dò: Loại áp suất không đổi tiếp xúc 1 điểm, chữ V , Measuring part : φ28mm Probe part : φ10mm
Tính năng thêm : ① Chuyển đổi chế độ đo (giữ / không ngắt) ② Tự động tắt nguồn
③ Đèn nền ④ Thay đổi độ phân giải
Nguồn điện : Pin khô (LR03 X 2),Thời gian hoạt động liên tục: 25 hours
Nhiệt độ: 0~40 ℃(Không ngưng tụ)
Kích thước và cân nặng : 63 ( W ) ×84 ( H ) ×30 ( D ) mm, about125g
Phụ kiện : Độ dày tiêu chuẩn, Zero plate để thử nghiệm, hộp đựng
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Catalogue
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