![](data:image/png;base64,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)
接线前请务必从 GP 上拆下 FLEX NETWORK 接头。否则可能引起触电事故。
剥除导线的绝缘层,将导线中心插入开口。
适用的导线尺寸为 AWG28-16,请剥除导线绝缘层至少 7.0mm。
![](data:image/png;base64,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)
![](data:image/png;base64,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)
• 转矩为 0.25N·m。
• 请务必在屏蔽线表面包裹一层塑料套管。
• 请勿焊接导线。否则可能引起接触不良。
![](data:image/png;base64,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)
• 请使用小号螺丝刀紧固螺丝。 ( 尖端厚度:0.6mm,尖端长度:2.5mm)
• 如果导体的终端 ( 单独的 ) 导线未拧成一束,终端导线之间或终端导线和电极之间可能
发生短路。若使用针型端子,请参考下面推荐的类型。采用何种针型端子最为适合取决
于所用电缆的尺寸。
*-966067-* 泰科电子有限公司制造