ASME B89.3.4M 1985 R1992
$98.04
ASME B89.3.4 Axes of Rotation-Methods for Specifying & Testing
| Published By | Publication Date | Number of Pages |
| ASME | 1985 | 47 |
PDF Catalog
| PDF Pages | PDF Title |
|---|---|
| 3 | Foreword |
| 4 | Standards Committee Roster |
| 6 | CONTENTS |
| 7 | 1 scope 2 Definitions |
| 8 | Figures 1 Reference Coordinate Axes, .Axis of Rotation, and Error Motion of a Spindle |
| 9 | 2 Plan View of a Spindle Showing Error Motion and Axial, Face, Radial, and Tilt Motion |
| 10 | 3 Polar Plots of Error Motion and Its Components |
| 11 | 4 Error Motion Polar Plot, Showing PC Center and MRS Center and Error Motion Values About These Centers |
| 12 | 3 Specification or Description of an Axis of Rotation Tables 1 Motion Type – Preferred Center |
| 13 | 2 Combination of Error MotionTerms |
| 14 | Appendices A Discussion of General Concepts |
| 16 | A1 Introduction A2 Perfect Axis of Rotation A2.1 Relative Motion A2.2 Sensitive Direction |
| 17 | A2.3 Fixed Workpiece A2.4 Gages Versus Tools A3 Imperfect Axis of Rotation Figures A1 Illustration of Sensitive Direction in Facing, Turning, and Chamfering A2 Second-Order Error Due to Relative Motion in the Nonsensitive Direction Along a Curved Surface |
| 18 | A4 Structural Error Motion A5 Thermal Drift A3 Illustration of Rotating Sensitive Direction at Two Instants in Time in Jig- BoringaHole A4 Structural Loop Example |
| 19 | A5 Schematic Diagrams of the Six Basic Degrees of Freedom of An Axis of Rotation |
| 20 | A6 Error Motion Geometry A6.1 Pure Radial Motion A6.2 Axial Motion A6.3 Tilt Motion A6.4 Radial Motion A6.5 Face Motion A6.6 Error Motion – General Case |
| 21 | A6 Geometry of Radial and Face Motion |
| 22 | A7 Error Motion Polar Plots A7.1 Specific Example – Radial Motion Polar Plot A7 General Case of Error Motion |
| 23 | A8 Schematic Test Arrangements for Radial, Axial, and Tilt Motion With a Fixed Sensitive Direction |
| 24 | A9 Hypothetical Example of Radial Motion Measurement and Plotting |
| 25 | A7.2 Average Radial Motion and Part Roundness A7.3 Asynchronous Error Motion and Surface Roughness A10 Relationship of Radial Motion of Part Roundness Using Example of Fig. A9 |
| 26 | A11 Total, Average, Asynchronous, Inner, and Outer Error Motion Polar Plots |
| 27 | A12 Relationship of Surface Roughness to Asynchronous Motion |
| 28 | A7.4 Bearing and Structural Error Motions A7.5 Centering Error |
| 29 | A13 Effect of Centering Error on Radial Motion Measurement |
| 30 | A7.6 Fundamental and Residual Error Motions |
| 31 | A14 Example of Polar Distortion for Centering Error Signal Amplitude of 50% of Base Circle Radius |
| 32 | A8 Effect of Unbalance A15 Polar Distortion Due to Centering Error |
| 33 | A9 Test Master Errors A10 Error Motion Versus Runout or T.I.R. A 11 Error Motion Values A11.1 Minimum Radial Separation Center A11.2 Least Squares Circle Center |
| 34 | A11.3 Maximum Inscribed and Minimum Circumscribed Circle Centers A11.4 Polar Chart Center A16 Determination of Minimum Radial Separation |
| 35 | A17 Determination of Least Squares Center and Circle [para. C1(f)] |
| 36 | A11.5 Asynchronous Error Motion Value A12 Axis Average Line A13 Rotating Sensitive Direction Measurements A18 Asynchronous Motion Assessment – Constant-Amplitude Sinusoid With Centering Error. Showing Proper Measurement |
| 37 | A14 Fixed Sensitive Direction Measurements A15 Considerations on the Use of the Two-Gagehead System for a Fixed Sensitive Direction A19 Test Method for Radial Motion With a Rotating Sensitive Direction [Tlusty, para. C1(d)] |
| 38 | A20 Test Method for Radial Motion With a Fixed Sensitive Direction [Bryan, et al., para. C1(e)] |
| 39 | A21 Vector Diagram for Rotating Sensitive Direction |
| 40 | A16 Digital Computer Measurement System |
| 42 | B Elimination of Master Ball Roundness Error |
| 46 | C References |
