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NUMERIK JENA SINGLEFLEX尺带 |
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尺带受机台影响,热胀冷缩,适用于: |
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1)机台与尺带接触面之热膨胀系数接近10.5╳10-6℃-1 |
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2)一般精度需求 |
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)
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NUMERIK JENA DOUBLEFLEX尺带 |
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尺带不因机台冷缩热胀而遭拉伸或挤压,热膨胀系数固定为10.5 ╳ 10-6℃-1, 与机台材质无关,适用于: |
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1)机台与尺带接触面之热膨胀系数远异于10.5 ╳ 10-6℃-1 |
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2)高精度需求 |
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)
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DOUBLEFLEX的主要特色 |
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DOUBLEFLEX有两条钢带,其中一条为量测钢带具有光栅,另一条则为承载钢带,两条钢带间有一连结层,用来阻绝张力的转移,隔绝机台对量测钢带的影响。在测量方向上,量测钢带相对于固定点能以明确的方式缓和张力。DOUBLEFLEX尺带有突出的特性: |
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1) DOUBLEFLEX尺带在操作中没有热诱导应力,温度变化极大或者与机械部件的膨胀系数有很大偏差时,仍可自由缩胀,不受机台热应力影响; |
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2)DOUBLEFLEX尺带在安装时没有机械诱导应力,尺带分散应力所以维持了量测钢带刻度的高精度; |
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3)相对于常规尺带和简单的钢尺带,安装好的DOUBLEFLEX尺带可弯曲的误差成分明显减少,所以有更高的精度 |