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Berthold LB 571 máy phân tích độ ẩm trực tuyến
Price: Contact
Brand: Berthold
Category: Thiết bị đo lường & Kiểm tra
Supplier: ANS Vietnam
Origin:
Ứng dụng sản phẩm: Automotive
Berthold Vietnam,Berthold LB 571 máy phân tích độ ẩm trực tuyến
Berthold Technologies là công ty hàng đầu về công nghệ toàn cầu trong lĩnh vực khoa học đời sống, kiểm soát quá trình và bảo vệ chống bức xạ. Berthold cung cấp các giải pháp đo lường tích hợp bởi các nhà khoa học, kỹ thuật và kỹ sư đáng tin cậy trong hơn 70 năm qua.
Sứ mệnh berthold
Berthold Vietnam sẽ hỗ trợ khách hàng của mình tạo ra một thế giới lành mạnh hơn, một môi trường an toàn hơn và quy trình sản xuất hiệu quả hơn.
Tầm nhìn berthold
Berthold Vietnam chuyển đổi các phát hiện khoa học mới nhất thành các giải pháp hiệu suất cao, dễ sử dụng để trở thành nhà cung cấp và đối tác được ưu tiên cho thị trường hiện tại và tương lai.
Lịch sử của Berthold; 70 năm liên tục đổi mới và định hướng khách hàng
1949- Giáo sư Tiến sĩ Rudolf Berthold thành lập công ty với tên "Phòng thí nghiệm Giáo sư Tiến sĩ Rudolf Berthold" ở Bad Wildbad.
1989-Sáp nhập vào tập đoàn công nghệ Mỹ EG&G - sau này là Perkin Elmer
2000-được mua lại bởi Tiến sĩ Fritz Berthold và Hans J. Oberhofer và tiếp tục hoạt động dưới tên Berthold Technologies GmbH & Co. KG.
2016-Chuyên gia Na Uy về đồng hồ đo hạt nhân S-Tec gia nhập gia đình Berthold Vietnam , mang lại kinh nghiệm rộng lớn trong ngành dầu khí
2017- Hợp nhất với Berthold Detection Systems (Titertek-Berthold) bổ sung các thiết bị hàng đầu hiệu suất cao và các giải pháp tự động hóa trong phòng thí nghiệm vào danh mục sản phẩm Berthold Bioanalytic.
2019 - Mua lại mab solutions GmbH giúp củng cố vai trò lãnh đạo của Berthold trong việc bảo vệ chống bức xạ bằng cách bổ sung các thiết bị theo dõi ô nhiễm toàn thân và hệ thống đo cổng thông tin xe tĩnh vào danh mục đầu tư.
Hơn 70 năm, và hôm nay, Berthold Vietnam biết ơn sự tin tưởng mà khách hàng đã đặt vào họ và tự hào được làm việc cùng khách hàng để cải thiện cuộc sống theo những cách đầy ý nghĩa hơn.
Cam kết của Berthold với khách hàng
Chúng tôi cung cấp cho khách hàng sự hỗ trợ toàn diện trên danh mục sản phẩm rộng lớn của Berthold để giúp khách hàng phát triển, tối ưu hóa và triển khai các ứng dụng cũng như công nghệ mới. Đại lý Berthold Vietnam cố gắng đáp ứng hoặc vượt quá sự mong đợi của khách hàng.
Chất lượng là ưu tiên trong toàn bộ tổ chức của Berthold. Berthold Vietnam tập trung để phù hợp với các tiêu chuẩn công nghiệp toàn cầu - đặc biệt là ISO 9001 và ISO 45001.
Berthold LB 571- máy phân tích độ ẩm trực tuyến – online moisture meter/ Microwave resonator – bộ cộng hưởng vi sóng 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)
Bộ cộng hưởng vi sóng LB 571 của Berthold để đo trực tuyến độ ẩm trong vật liệu dựa trên công nghệ cộng hưởng. Kỹ thuật này được xác định bởi sóng điện từ (vi sóng) trong một máy cộng hưởng hình trụ điện môi.
Cảm biến với bộ xử lý tín hiệu tích hợp có thể được sử dụng cho nhiều loại vật liệu rời với độ ẩm từ 0 đến 30%. Thiết kế mạnh mẽ và sử dụng vật liệu chất lượng cao và chống mài mòn đảm bảo độ tin cậy cao khi vận hành. Các bộ phận tiếp xúc với phương tiện được làm bằng gốm hoặc thép không gỉ và vỏ điện tử được làm bằng nhôm chống ăn mòn. Do đó, Cảm biến đo độ ẩm Berthold LB571 phù hợp để sử dụng trong ngành công nghiệp thực phẩm. Hiệu chuẩn được thực hiện trực tiếp tại chỗ, thuận tiện và nhanh chóng bằng cách sử dụng phần mềm PC được cung cấp. Việc xác định trực tuyến độ ẩm trong quá trình hoạt động cho phép giảm chi phí sản xuất thông qua giám sát chất lượng liên tục, ví dụ bằng cách giảm tiêu thụ năng lượng trong các quá trình sấy và bằng cách giảm lượng chất thải.
Ứng dụng:
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Xây dựng – vật liệu xây dựng
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Sản xuất giấy
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Khai khoáng
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Tái tạo năng lượng
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Thép
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Thực phẩm và đồ uống
Đặc tính sản phẩm của Berthold LB 571- máy phân tích độ ẩm trực tuyến – online moisture meter/ Microwave resonator – bộ cộng hưởng vi sóng:
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Phù hợp để lắp đặt trên tường silo, băng tải, trục / máng hoặc băng tải trục vít
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Độ tin cậy hoạt động cao thông qua đầu dò mạnh mẽ
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Xác định độ ẩm vật liệu chính xác trong quá trình
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Có thể lựa chọn dữ liệu hiệu chuẩn cho 4 sản phẩm khác nhau
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Đo độ ẩm trực tuyến
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Xử lý tín hiệu tích hợp
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Vận hành và hiệu chuẩn thuận tiện thông qua phần mềm PC
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Theo dõi liên tục và ghi nhật ký
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Xác định độ ẩm vật liệu chính xác trong suốt quá trình, do đó chất lượng cao nhất và an toàn trong sản xuất
Liên hệ & Báo giá chi tiết:
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support@ansgroup.asia
Trực tiếp Zalo: 0911472255
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