ABMA 19.1-2011 Tapered Roller Bearings - Radial - Metric Design《径向圆锥滚子轴承.米制设计》.pdf
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1、 Tapered Roller Bearings - Radial - Metric Design ANSI/ABMA 19.1:2011 ANSI/ABMA 19.1:2011 Secretariat American Bearing Manufacturers Association Accredited Standards Committee B3 AMERICAN NATIONAL STANDARD (This is not an approved part of the standard) Approval of an American National Standard requi
2、res verification by ANSI that the requirements for due process, consensus, and other criteria for approval have been met by the standards developer. Consensus means substantial agreement has been reached by directly and materially affected interests. This signifies the concurrence of more than a sim
3、ple majority, but not necessarily unanimity. Consensus requires that all views and objections be considered, and that an effort be made toward their resolution. The use of an American National Standard is completely voluntary; their existence does not in any respect preclude anyone, whether they app
4、roved the standard or not, from manufacturing, marketing, purchasing, or using products, processes, or procedures not conforming to the standard. The American National Standards Institute does not develop standards and will in no circumstances give an interpretation of any American National Standard
5、. Moreover, no person shall have the right or authority to issue an interpretation of an American National Standard in the name of the American National Standards Institute. Requests for interpretations should be addressed to the secretariat of the sponsor whose name appears on the title page of thi
6、s standard. CAUTION NOTICE: This American National Standard may be revised or withdrawn at any time. Purchasers of American National Standards may receive current information on all standards by calling or writing the American National Standards Institute or online at www.ANSI.org. Published by Amer
7、ican Bearing Manufacturers Association 2025 M Street, N.W., Suite 800 Washington, DC 20036 Copyright 2011 by American Bearing Manufacturers Association All rights reserved. No part of this publication may be reproduced in any form, in an electronic retrieval system or otherwise, without prior writte
8、n permission of the publisher. Printed in the United States of America Tapered Roller Bearings Radial Metric Design CONTENTS SECTION PAGE 1. Scope 1 2. Part Numbering Systems 1 2.1 Reference Part Numbers 1 2.2 Existing Numbering Systems 1 3. Symbols and Nomenclature 2 3.1 Inner and Outer Ring Chamfe
9、r Dimensions .3 4. Boundary Dimensions 4 4.1 General 4 4.2 Cage Axial Clearance .4 4.3 Bearing Assembly Types 4 4.4 Spacers 4 5. Tolerances .27 5.1 General 27 5.2 Component Effective Width (stand) gauging and Overall Bearing Width Tolerance 27 5.3 Tolerance Classes 29 5.4 Tolerance Symbols .30 6. Fi
10、tting Practices 44 6.1 General 44 6.2 Surface Finish of Bearing Seats 44 6.3 Definition of Operating Characteristics 44 6.4 Backings .44 Appendix Appendix A Part Numbering Systems of Metric Tapered Roller Bearings .52 LIST OF TABLES TABLE NUMBER PAGE 1. Bearing Assembly Types 4 BOUNDARY DIMENSIONS 2
11、. Type TS .5 3. Type TSF .14 4. Type TDO 19 5. Type 2TS .23 TOLERANCE TABLES 6. Class K 31 7. Class N 34 8. Class C 36 9. Class B 39 10. Class A 41 11. Outer Ring Flange OD 43 12. RECOMMENDED FITTING PRACTICES Industrial 45 Automotive .51 LIST OF FIGURES FIGURE NUMBER PAGE 1. Single Outer Ring, High
12、 Effective Width, Back face, Non-flanged 28 2. Single Outer Ring, Low Effective Width, Back face, Non-flanged 28 3. Single Outer Ring, High Effective Width, Back face, Flanged 28 4. Single Outer Ring, Low Effective Width, Back face, Flanged .28 5. Double Outer Ring, High Effective Width, Adjacent fa
13、ce .28 6. Double Outer Ring, Low Effective Width, Adjacent face 28 7. Single Inner Ring, High Effective Width, Back face .28 8. Single Inner Ring, Low Effective Width, Back face 28 Tapered Roller Bearings Radial Metric Design 1. SCOPE This standard covers metric design radial tapered roller bearings
14、 of various types, part numbering systems, boundary dimensions, tolerances, and fitting practices. Tapered roller thrust bearings are covered in a separate ABMA standard. General ABMA standards which apply to various types of bearings should be consulted for tolerance definitions, gauging practices,
15、 mounting accessories, and method of evaluating load ratings. 2. PART NUMBERING SYSTEMS 2.1 Reference Part Numbers. Bearings contained in the Boundary Dimension Tables (2-5) of this standard are identified with the reference part numbers and ISO Dimension Series designations described in Appendix A.
16、 2.1.1 Individual Component Part Numbers. Unlike other bearing types, tapered roller bearing inner and outer rings are individually numbered. The inner ring is assembled with rollers and a cage, and when used with an outer ring, makes a complete bearing assembly. Both inner and outer ring part numbe
17、rs are required to identify a complete bearing assembly. The inner ring number followed by the outer ring number is the preferred practice. 2.2 Existing Numbering Systems. Bearing manufacturers have used various part numbering systems. For reference purposes the more commonly used systems are descri
18、bed in Appendix A. 3. SYMBOLS AND NOMENCLATURE TS TSF TDO 2TS B = inner ring width, single-row bearing B1 = bearing width, double-row TDO bearing B2 = bearing width, double-row 2TS bearing C = outer ring width, single-row bearing C1 = width of double outer ring C2 = width of outer ring flange C3 = w
19、idth over two single outer rings and spacer of a double-row 2TS bearing C4 = width of outer ring spacer D = outside diameter of outer ring D1 = outside diameter of outer ring flange d = bore diameter of inner ring E = inside diameter of outer ring back face r = chamfer dimension of inner ring back f
20、ace r1 = chamfer dimension of outer ring back face r2 = chamfer dimension of inner ring and outer ring front face T = bearing width, single-row TS or TSF bearing = contact angle 3.1 INNER AND OUTER RING CHAMFER DIMENSIONS rs min = smallest permissible single chamfer dimension of inner ring back face
21、 rs max = largest permissible single chamfer dimension of inner ring back face r1s min = smallest permissible single chamfer dimension of outer ring back face r1s max = largest permissible single chamfer dimension of outer ring back face In order to ensure that tapered roller bearing chamfers are co
22、mpatible with the dimensions of parts which come into contact with the rolling bearings, values of the chamfer dimension limits, of which the minimum limit is of primary interest to the bearing user and application designer, are required. The exact shape of the chamfer surface is not specified, but
23、its contour in an axial plane shall not be allowed to project beyond the imaginary circular arc, of radius rs min or r1s min tangential to the ring face and the bore or outside cylindrical surface of the ring. The largest single shaft and housing radius must not exceed the smallest single chamfer di
24、mension of the inner or outer ring. No values are given in this standard for the inner ring and outer ring front face chamfer dimension r2, however, the front face corners shall not be sharp. 4. BOUNDARY DIMENSIONS 4.1 General. The bearings covered in the Boundary Dimension Tables (2-5) are a combin
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