哈尔滨精达测量仪器有限公司杭州办事处
布氏硬度计系列系列
产品型号:HB-P便携式布氏硬度测量系统
主要功能
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,就可精确测量。
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,就可精确测量。
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,最大值,最小值,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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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
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
配置名称
配置名称
2.5mm读数显微镜
Windows平板电脑
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,最大值,最小值,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 |