回转面

  • 网络Surface of revolution;Revolve;revolution surface;revsurf
回转面回转面
  1. 从对任意回转面叶栅的跨声速流动计算来看,这种非等熵势函数得到的激波位置可比等熵势函数前移1~2个网格,强度有所减弱,和试验结果较接近。

    It is seen from the calculations of transonic cascade flow on the surface of revolution that the shock in the non-isentropic calculation is placed further upstream and weaker compared to the classical potential solution .

  2. 应用最优控制理论和Lagrange插值建立了任意回转面三元叶片的平面叶栅优化设计的数学模型。

    Based on the optimal control theory and Lagrange interpolation an optimal design model of plane cascades of 3D blade in an arbitrary surface of revolution is established .

  3. 首先尝试采用任意曲面椭圆方程,数值生成任意回转面上的叶栅C网格。

    First attempts to apply elliptic equation of curved surfaces to generating C-type cascade grids .

  4. 面向特征造型技术的特种回转面刀具CAPP软件设计

    CAPP Software System for Monolithic Rotary Cutters Based on Feature-molding

  5. 基于特征造型的整体回转面刀具CAPP软件系统

    Feature molding based CAPP Software System for Monolithic Rotary Cutters

  6. NURBS曲线构成的回转面数控车削循环加工的自动编程

    Automatic programming of NC turning canned manufacturing for revolving surface of NURBS curve

  7. 端截形线设计是实现特种回转面刀具CAD技术的必要前提之一,本文以典型的特种回转面铣刀为例,给出了一种端截形线的设计方法。

    Designing of cross section profile of cutter is one of the necessary preconditions of realizing the CAD technique of special revolving tools . In this paper , taking the example of typical special revolving milling cutter , a designing method of cross section profile of cutter is presented .

  8. 任意回转面叶旋转效应分析

    An Analysis of Rotating Effect of Arbitrary Cyclical Surface Cascade Flows

  9. 磨削平面曲线型刀刃的特种回转面刀具的原理

    Grinding principle of special rotary cutter with plane curved cutting edges

  10. 在五坐标专用数控磨床上特种回转面刀具的成形原理

    The forming theories of rotary tools on Five-axis numerically controlled grinder

  11. 跨音速透平叶栅在回转面上的速度图法设计

    The hodograph method design for transonic turbine cascade in revolutionary surface

  12. 双曲回转面截交线性质探讨

    Property of truncated intersector curve of bilateral curved rotation surface

  13. 高精度回转面表面曲线的设计与制造

    The Designing and Manufacturing of High Precision Cylinder Surface Curve

  14. 压缩机回转面叶栅跨音速绕流计算

    Calculation of Transonic Flow around Compressor Blade for Arbitrary Surface of Revolution

  15. 基于线性插补加工零刃带螺旋回转面刀具的精度研究

    Research on accuracy of machining rotary cutting tool based on line interpolation

  16. 数控加工特种回转面刀具时工艺参数的自动检测建模

    Modeling of Automatic Detection for Process Parameters When CNC Machining Special Rotary Tools

  17. 特种回转面刀具的生成原理与计算机仿真

    Study on the Generating Principle of Special Rotary Tool and Its Computer Emulation

  18. 该算法也适用于其它形状的回转面刀具。

    The method is also suitable for rotary shaped cutters of different forms .

  19. 面向虚拟制造的特种回转面刀具加工仿真系统

    Simulation System on Manufacturing Special Revolving Tool Towards VM

  20. 斜置柱面与任一回转面偏交交线的解析法

    Analytic method of slanting intersection line of surface of revolution and oblique cylinder

  21. 复杂回转面刀具的计算机辅助造型与加工过程仿真

    Forming Theories and Computer Simulation of Cutting Tools with Helical Teeth Complex Surfaces

  22. 求解直纹回转面&锥、柱相贯的合并切断法

    Application of Together-Cutting Method in Analysing Straight line Rotary Surface & Cone-Cylinder Cross

  23. 有公共对称平面的回转面交线分析及计算机绘图

    The analysis and CAD of rotative surface 's intersects with common symmetric plane

  24. 椭圆回转面模具制造三轴联动数控加工模型研究

    Research on the 3-axis NC machining on production model of ellipse gyre surface

  25. 特种回转面刀具五联动数控磨削后处理算法

    Post processing calculating methods of special revolving tool grinding with 5-axis NC grinding machine

  26. 特种回转面刀具螺旋槽的通用几何模型

    Study on General Geometric Model for Spiral Surfaces of Flute of Special Revolving Tools

  27. 回转面测量平台系统设计

    Design of Measurement System for Rotary Workbench

  28. 数控磨削特种回转面刀具前、后刀面刀位轨迹的生成

    Generation of Tool Paths of NC Grinding Rake & Flank Faces of Special Revolving Tools

  29. 磨削具有等螺旋角刀刃的特种回转面刀具的原理

    The Generating Theory of the Flutes of Special Revolving Tools with Constant Spiral Angle Edge

  30. 列表轴截形回转面电解磨削研究

    Research on Electrochemical Grinding of Rotary Surface Composed of Discreate Points in Its Axial Section