HB-P便携式布氏硬度测量系统

HB-P便携式布氏硬度测量系统可以采用玻璃尺和布氏标准硬度块进行初始校准.校准一个标尺（K值）后，更换测量标尺，无需再进行校正，直接可用新标尺进行测量

杭州上材科技有限公司是一家高新技术开发企业，成立于2015年，总部位于浙江省杭州市。 是一家以高精检测技术开发为主要支点的科技公司。 一、经营内容 致力于为广大企业及第三方检测机构提供高端检测设备开发、销售、技术服务等一体化解决方案，根据不断提高的检测标准和检测手段智能化的要求，为客户提供智能化、标准化、能进行即时通讯的检测设备，能大幅度提高客户的检测效率及质量管理水平。 服务范围包括：检测仪器的设计研发、原有检测仪器的升级、改造、维护等。 帮助企业提高产品的检测手段，提升产品的质量控制水平。 可以针对性开发具有不同行业特色、符合最新国际标准的定制检测设备。 二、企业专利 杭州上材科技与2016年1月仪申请”布氏硬度在线检测系统及其检测方法”发明专利。 该项目主要应用于企业对生产的产品及原材料进行全部的硬度检测，可以快速、准确的对所有被检产品进行分类、统计、筛选，极大的提高了检测效率，保证的生产产品的合格率。 广泛应用于汽车制造、金属加工、军工等各类大型生产企业，公司同时还在一些特种硬度检测系统进行研发，以弥补目前日益提高的检测要求，如：专用齿轮硬度计、卧式硬度计、钢球硬度检测系统，全自动硬度检测系统，并将在研发成功后及时申报专利。 三、企业文化 我们拥有一支年轻、敏锐、朝气蓬勃、志向远大的团队。我们秉承专业、敬业、激情、创新的发展理念，坚持以客户为本、以信用为先的服务准则，以自身擅长开发的优势，用心解决用户最迫切、最实际的需求，以优质的产品、先进的技术为用户提供完美的服务。 品牌精神 高端、前沿、精准、求实 核心价值观 立足客户：致力于客户的满意与成功 创新求实：基于事实，敢于想象，勇于探索

 产品介绍：

u 流线设计：HB-P便携式布氏硬度测量系统采用流线设计，外形时尚，手感舒适。

u 磁吸测头：HB-P便携式布氏硬度测量系统接触面采用环形磁铁，能有效吸附在磁性试样上，垂直方向，

无需用手扶持，就可测量。

u 高清图像：HB-P便携式布氏硬度测量系统采用LED环形冷光源，高清光学系统，CMOS数字相机，图像清晰，有效再现压痕图像。

u 自动识别：HB-P便携式布氏硬度测量可自动识别压痕边缘，自动对压痕圆进行多点测量（单圆200点以上），自动计算压痕直径求出布氏硬度值。对较大的压痕，无需满圆显示，视场中只要出现1/2以上的圆，就可测量。

u 一键测量：HB-P便携式布氏硬度测量系统软件界面简洁大方，无需专业培训即可上手测量。无需手动框选，只需一键操作，就可在动态图像上生成压痕直径值和布氏硬度值, 并可设置上限和下限，自动进行Ng和Pass判定。

u 报表输出：HB-P便携式布氏硬度测量系统直接显示压痕直径值，测量值，zui大值，zui小值，硬度转换值（HRA, HRB,HRC,HV,HS,抗拉强度等），自动存储测量压痕图像，并可对检验单位（部门）和操作员进行自定义, 自动生成Word或Excel报表，无需再用手工进行记录。

u 校准简单：HB-P便携式布氏硬度测量系统可以采用玻璃尺和布氏标准硬度块进行初始校准.校准一个标尺（K值）后，更换测量标尺，无需再进行校正，直接可用新标尺进行测量。

u 兼容性强：HB-P便携式布氏硬度测量系统可与任何布氏硬度计搭配使用，并有效兼容WIN7，WIN8，WIN10等Windows操作系统。

技术参数：

产品名称	HB-P便携式布氏硬度测量系统
相机视场	3.3x2.2mm
测量范围	8～650HBW
压痕分辨率	0.01mm
硬度分辨率	1HBW
测量精度	±1%(HBW10/3000)
兼容压头	10mm和5mm钢球压头
压痕长度	1.2～6mm
操作系统	Win7, Win8, Win10

标准配置：

配置名称	数量
10mm/5mm读数显微镜	1个
200 HBW10/3000标准硬度块	1块
USB显微镜视频线	1根
软件光盘	1套
仪器工具箱	1个
使用说明书	1本

可选附件：

配置名称	配置名称
2.5mm读数显微镜	Windows平板电脑

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u 一键测量：HB-P便携式布氏硬度测量系统软件界面简洁大方，无需专业培训即可上手测量。无需手动框选，只需一键操作，就可在动态图像上生成压痕直径值和布氏硬度值, 并可设置上限和下限，自动进行Ng和Pass判定。

u 报表输出：HB-P便携式布氏硬度测量系统直接显示压痕直径值，测量值，zui大值，zui小值，硬度转换值（HRA, HRB,HRC,HV,HS,抗拉强度等），自动存储测量压痕图像，并可对检验单位（部门）和操作员进行自定义, 自动生成Word或Excel报表，无需再用手工进行记录。

u 校准简单：HB-P便携式布氏硬度测量系统可以采用玻璃尺和布氏标准硬度块进行初始校准.校准一个标尺（K值）后，更换测量标尺，无需再进行校正，直接可用新标尺进行测量。

u 兼容性强：HB-P便携式布氏硬度测量系统可与任何布氏硬度计搭配使用，并有效兼容WIN7，WIN8，WIN10等Windows操作系统。

技术参数：

产品名称	HB-P便携式布氏硬度测量系统
相机视场	3.3x2.2mm
测量范围	8～650HBW
压痕分辨率	0.01mm
硬度分辨率	1HBW
测量精度	±1%(HBW10/3000)
兼容压头	10mm和5mm钢球压头
压痕长度	1.2～6mm
操作系统	Win7, Win8, Win10

标准配置：

配置名称	数量
10mm/5mm读数显微镜	1个
200 HBW10/3000标准硬度块	1块
USB显微镜视频线	1根
软件光盘	1套
仪器工具箱	1个
使用说明书	1本

可选附件：

配置名称	配置名称
2.5mm读数显微镜	Windows平板电脑

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