* 相比传统传感器
4 组红色 LED 透过型
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![](http://china.keyence.com/img/spacer.gif) |
透过型 PZ-G51: 检测距离增长 2倍*, 响应速度加快 2倍* |
![](http://china.keyence.com/img/spacer.gif) |
高强度 4 组红色 LED 大大改进了检测距离。明亮的光束点可快速对准光轴。[在高水平光纤传感器中使用一个 4 组 LED,因为其电波易于用眼观测,所以易于调整,且强度随时间的变化很小。] |
![透过型 PZ-G51](http://china.keyence.com/products/sensors/photoelectric/pzg/thrubeam.gif) |
![](http://china.keyence.com/img/spacer.gif) |
* 相比传统传感器 |
感测头产品阵容
透过型
长距离、高功率光束使光轴易于对准
![](http://china.keyence.com/img/spacer.gif)
反射型
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可视光点使设定非常简便
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扩散反射 |
![扩散反射 PZ-G41, PZ-G42](http://china.keyence.com/products/sensors/photoelectric/pzg/reflective_1.gif) |
![](http://china.keyence.com/img/spacer.gif) |
PZ-G41 (长距离),
PZ-G42 (短距离) |
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![](http://china.keyence.com/img/spacer.gif) |
狭视野反射型 |
![狭视野反射型 PZ-G101](http://china.keyence.com/products/sensors/photoelectric/pzg/reflective_2.gif) |
![](http://china.keyence.com/img/spacer.gif) |
PZ-G101 |
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![](http://china.keyence.com/img/spacer.gif) |
限定反射型 |
![限定反射型 PZ-G102](http://china.keyence.com/products/sensors/photoelectric/pzg/reflective_3.gif) |
![](http://china.keyence.com/img/spacer.gif) |
PZ-G102 |
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回归反射型
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高功率 长距离检测
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标准型 PZ-G61 |
![标准型 PZ-G61 (带 P. R. O. 功能)](http://china.keyence.com/products/sensors/photoelectric/pzg/retro_1.gif) |
![](http://china.keyence.com/img/spacer.gif) |
带 P. R. O. 功能 |
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![](http://china.keyence.com/img/spacer.gif) |
透明目标物检测型 |
![透明目标物检测型](http://china.keyence.com/products/sensors/photoelectric/pzg/retro_2.gif) |
![](http://china.keyence.com/img/spacer.gif) |
PZ-G62 |
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![](http://china.keyence.com/img/spacer.gif) |
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简易调整
对准指示灯的出现使长距离传感器的光轴对准变得非常简便。
![对准指示灯的出现使长距离传感器的光轴对准变得非常简便。](http://china.keyence.com/products/sensors/photoelectric/pzg/adjustment_1.gif) |
![](http://china.keyence.com/img/spacer.gif) |
您的传感器有没有对准,您是怎样分辨的?
透过性的PZ-G系列将会提醒您是否已经对准。此功能非常关键,可在演变为大问题之前迅速检修排出安装问题。 |
简易安装
快速安装支架缩短安装时间
安装或替换时,我们独特的快速安装支架可为您和您的客户节省大量工时。
强化易用性
标准 M8 和 M12 连接器使更换更简易
耐油缆线在油性环境下确保可靠的操作
19 种类型的安装支架提供各种不同安装方案
双级输出 (NPN+PNP) 可与任何输入设备兼容
快达 500μs 的响应速度对实现高速目标物的检测 |
目录下载:
![](http://www.ca800.com/product/html/2012-2-21/data:image/png;base64,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)
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