品牌 | 其他品牌 | 价格区间 | 面议 |
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产地类别 | 国产 | 应用领域 | 化工,地矿,建材,交通 |
分体式涂层测厚仪Leeb210
![](https://img78.chem17.com/gxhpic_c0618e9c27/3b96d8b43fb45b27d002121961748b6412c4bcbd137963dfb321c98b12a522ff327f68f05695825a.jpg)
该仪器采用磁性测量方法,可检测磁性金属基体上非磁性覆盖层的厚度(如钢、铁、合金和硬磁性钢上的铝、铬、铜、锌、锡、橡胶、油漆等)
本仪器能应用在电镀、防腐、化工、汽车、造船、轻工、商检等检测领域。既可用于实验室,也可用于工程现场。它是检测行业的重要仪器。
主要功能
● 具有两种测量方式:连续测量和单次测量方式;
● 具有两种工作方式:直接和成组方式;
● 具有自动统计功能:平均值(MEAN)、最大值(MAX)、最小值(MIN)、测试次数(NO.)、标准偏差(S.DEV);
● 可采用单点校准和两点校准两种方法对仪器进行校准,并可用基本校准法对测头的系统误差进行修正;
● 存储功能:可存4 个校正工件可保存。分2类工件,每类26组,每组15个,共1560个测值;
● 删除功能:对测量中出现的单个可疑数据进行删除,也可删除存储区内的数据,以便进行新的测量;
● 设置限界:对限界外的测量值能自动报警;
● 具有电源欠压指示功能,操作过程有蜂鸣声提示,自动关机方式。
符合标准
1、GB/T 4956─1985 磁性金属基体上非磁性覆层厚度测量 磁性方法
2、GB/T 4957─1985 非磁性金属基体上非导电覆层厚度测量 涡流方法
3、JB/T 8393─1996 磁性和涡流式覆层厚度测量仪
4、JJG 889─95 《磁阻法测厚仪》
5、JJG 818─93 《电涡流式测厚仪》
测量原理
● 本仪器采用了磁性原理的测厚方法,可测量磁性金属基体( 如铁、钴、镍 )上非磁性覆盖层的厚度(如铝、铬、铜、珐琅、橡胶、油漆等)。
A、磁性法(F型测头):当测头与覆盖层接触时,测头和磁性金属基体构成一闭合磁路,由于非磁性覆盖层的存在,使磁路磁阻变化,通过其磁阻的改变量可测出覆盖层的厚度。
磁性法基本工作原理
测量步骤
A)将测头置于开放空间,按一下开机键开机,检查电池电压。
说明1:当电池符号满格显示,表示电池电压正常;电池电量小于2格时,请立即更换电池,以保证测量的准确性。
2:长期不用时应将电池取出。开机时正常情况下,开机显示界面如下图所示:
![](data:image/png;base64,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*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)
“铁基体”——F型测头,测试对象为铁性基体
“A”——上次关机前的最后一次测量模式
“数值”——上次关机前的最后一次测量值
B)选择适当的校准方法进行标准仪器。
C)测量方法:握住滑套将测头与测试面垂直地接触,随着一声蜂鸣声,屏幕显示测量值,提起侧头可进行下次测量。
D)关机:按开关机键,或者大约5分钟后仪器自动关机。
注:如果开机仪器自动测试,请按‘校零’键.并进行五试片校准。
说明: 1. 如果在测量中测头没有与待测面垂直接触,可能会显示一个误差较大的测值,可以按清除键清除该值;
2.测量三次或多次后,仪器可自动对测量数据进行统计即:平均值、偏差、测量次数、最大测量值、最小测量值。
保养和维修
分体式涂层测厚仪Leeb210
1、环境要求
严格避免碰撞、重尘、潮湿、强磁场、油污等。
2、更换电池
当屏幕上的电池电量在开机时显示小于2格,就表示应该更换电池。
3、仪器维修
出现故障时,请用户不要拆机自修。填妥保修卡后,请将仪器交我公司维修部门,执行保修条例。如果能将出现错误的情况简单描述一下,一同寄出,我们将会非常感谢您。