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小啮合角
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  minimum operating pressure angle
     For tooth number difference △ z =1,the minimum operating pressure angle α  min is only 34.87 deg;
     当齿数差Δz =1时 ,最小啮合角α’min=34 .87° ;
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  “小啮合角”译为未确定词的双语例句
     The Designing Principle of the Laminated Short Addendum Shaving Cutter
     叠片式小啮合角剃齿刀设计原理
短句来源
     Computer Aided Design and Regrinding Parameters Calculation of Short Addendum Shaving Cutter
     小啮合角剃齿刀设计与重磨参数计算
短句来源
     The Optimization Design for Smaller Toothing Angle Shaving Cutter
     小啮合角剃齿刀的优化设计
短句来源
     The Construction Characteristics of The Laminated Short: Addendum Shaving-cutter and its Adjusting Principle
     叠片式小啮合角剃齿刀结构特点和调整原理
短句来源
     CAD of Gear Shaving Cutters with Small Generating Angle
     小啮合角剃齿刀的计算机辅助设计
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  相似匹配句对
     The Optimization Design for Smaller Toothing Angle Shaving Cutter
     啮合剃齿刀的优化设计
短句来源
     CAD of Gear Shaving Cutters with Small Generating Angle
     啮合剃齿刀的计算机辅助设计
短句来源
     thirdly,the balancing contact sha-ving method by increasing or reducing mesh angle.
     ③大、啮合平衡接触剃齿法.
短句来源
     angle.
    
短句来源
     The Designing Principle of the Laminated Short Addendum Shaving Cutter
     叠片式啮合剃齿刀设计原理
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查询“小啮合角”译词为用户自定义的双语例句

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In this paper the reasons causing profile-concave-errors during sha- ving,both in rigidity of shaving cutter-gear teeth and in balance force are discussed,so are the necessary calculations and analysis concerning its performanoe. Based on the analysis of the above-metioned problem,the methods of eliminating the profile-errors are presented as follows:first,the method of reverse modification of tool-teeth profile,secondly,the method of increaeaging rigidity ef tool teeth;thirdly,the balancing contact sha-ving...

In this paper the reasons causing profile-concave-errors during sha- ving,both in rigidity of shaving cutter-gear teeth and in balance force are discussed,so are the necessary calculations and analysis concerning its performanoe. Based on the analysis of the above-metioned problem,the methods of eliminating the profile-errors are presented as follows:first,the method of reverse modification of tool-teeth profile,secondly,the method of increaeaging rigidity ef tool teeth;thirdly,the balancing contact sha-ving method by increasing or reducing mesh angle.

本文从剃齿过程中刀齿——轮齿刚度及力的平衡两个方面,对产生齿形中凹误差的原因作了探讨,并进行了必要的分析计算.在上述分析的基础上,提出了消除齿形中凹误差的措施,即:①反修齿形法;②提高刀齿刚度法;③大、小啮合角平衡接触剃齿法.

This paper describes the concaved gear tooth profile after shaving resulting from the unbalance of cutting forces due to the variation of numbers of contact points acting on the teeth flanks, during backlash-free meshing engagement between the shaving cutter and the gear workpiece. To maintain the same number of contact points between the cutter and the workpiece, this paper suggests the balance contact shaving method by using smaller pressure angle shaving cutter, that is using the combination of the balance...

This paper describes the concaved gear tooth profile after shaving resulting from the unbalance of cutting forces due to the variation of numbers of contact points acting on the teeth flanks, during backlash-free meshing engagement between the shaving cutter and the gear workpiece. To maintain the same number of contact points between the cutter and the workpiece, this paper suggests the balance contact shaving method by using smaller pressure angle shaving cutter, that is using the combination of the balance contact shaving cutter and modifying the tooth profile of shaving cutter.

本文认为剃齿齿轮产生齿形中凹现象的主要原因是由于剃齿刀和齿轮在无侧隙紧密啮合过程中,因两侧齿面接触点数量的变化引起切削力的不平衡而造成的。为了保持两侧齿面接触点的数量相同,本文建议采用小啮合角剃齿刀的平衡接触剃齿法,即采用小啮合角剃齿刀和修正剃齿刀齿形曲线相结合的办法。

In this article the condition for acomplishing balancing contact shaving in order to avoid profile-concave-errors during shaving cylindrical helical gears with involate gear-tooth is discussed and the calculating formula derived for lagging angle necessary for reaching the contact of balance is inferred,which is given for reference during designing shaving cutters with increasing or reducing mesh angles.

本文对剃削渐开线斜齿圆柱齿轮时,实现平衡接触剃齿,以避免齿形中凹误差的条件进行了探讨,并推导了达到平衡接触剃齿所需滞后角φ的计算公式。该计算式可供设计大、小啮合角剃齿刀时参考。

 
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