Angular Contac t Ball Bearings

Similar documents
Cylindrical Ro ller Bearings

DEPARTMENT OF CIVIL AND ENVIRONMENTAL ENGINEERING FLUID MECHANICS III Solutions to Problem Sheet 3

(a) Counter-Clockwise (b) Clockwise ()N (c) No rotation (d) Not enough information

Class Summary. be functions and f( D) , we define the composition of f with g, denoted g f by

Mark Scheme (Results) January 2008

Selection of bearing type

Phys101 Lecture 4,5 Dynamics: Newton s Laws of Motion

How do you know you have SLE?

JAPAN HIGH PERFORMANCE CERAMIC BEARING FOR SPECIAL ENVIRONMENTS NATEC. Regional Distributor NATEC CORPORATION.,LTD.

Homework 3 MAE 118C Problems 2, 5, 7, 10, 14, 15, 18, 23, 30, 31 from Chapter 5, Lamarsh & Baratta. The flux for a point source is:

13.4 Work done by Constant Forces

Moment of inertia - Steiner's theorem

Ch 26 - Capacitance! What s Next! Review! Lab this week!

If we have a function f(x) which is well-defined for some a x b, its integral over those two values is defined as


Physics 111. Uniform circular motion. Ch 6. v = constant. v constant. Wednesday, 8-9 pm in NSC 128/119 Sunday, 6:30-8 pm in CCLIR 468

Solenoid Operated Relief Valve

3-Way Mixing and Sequencing Globe Valves, Flared (5/8 in. O.D.) with Electric, Hydraulic, and Pneumatic Actuators

EECE 260 Electrical Circuits Prof. Mark Fowler

4.2 Boussinesq s Theory. Contents

CHAPTER 18: ELECTRIC CHARGE AND ELECTRIC FIELD

Data Structures. Element Uniqueness Problem. Hash Tables. Example. Hash Tables. Dana Shapira. 19 x 1. ) h(x 4. ) h(x 2. ) h(x 3. h(x 1. x 4. x 2.

Uniform Circular Motion

Lecture 8. Newton s Laws. Applications of the Newton s Laws Problem-Solving Tactics. Physics 105; Fall Inertial Frames: T = mg

10 m, so the distance from the Sun to the Moon during a solar eclipse is. The mass of the Sun, Earth, and Moon are = =

GEOMETRY OF THE CIRCLE TANGENTS & SECANTS

ELECTROSTATICS. 4πε0. E dr. The electric field is along the direction where the potential decreases at the maximum rate. 5. Electric Potential Energy:

9.4. The Vector Product. Introduction. Prerequisites. Learning Outcomes

SSC [PRE+MAINS] Mock Test 131 [Answer with Solution]

Insulated Bearings MEGAOHM TM Series

GEOMETRY Properties of lines

Summary: Binomial Expansion...! r. where

(1) It increases the break down potential of the surrounding medium so that more potential can be applied and hence more charge can be stored.

In-Class Problems 2 and 3: Projectile Motion Solutions. In-Class Problem 2: Throwing a Stone Down a Hill

defined on a domain can be expanded into the Taylor series around a point a except a singular point. Also, f( z)

ab b. c 3. y 5x. a b 3ab. x xy. p q pq. a b. x y) + 2a. a ab. 6. Simplify the following expressions. (a) (b) (c) (4x

Purpose of the experiment

Conservation Law. Chapter Goal. 6.2 Theory

Physics 1502: Lecture 2 Today s Agenda

PDE Notes. Paul Carnig. January ODE s vs PDE s 1

Fluids & Bernoulli s Equation. Group Problems 9

1. Extend QR downwards to meet the x-axis at U(6, 0). y

Chapter 25 Electric Potential

Solutions to Problems : Chapter 19 Problems appeared on the end of chapter 19 of the Textbook

LA0011_11GB. Formulas and Units. Rotation 2 W. W = work in Ws = J = Nm. = ang. velocity in rad./sec. f = frequency in rev./sec.

Correct answer: 0 m/s 2. Explanation: 8 N

REVIEW Chapter 1 The Real Number System

OH BOY! Story. N a r r a t iv e a n d o bj e c t s th ea t e r Fo r a l l a g e s, fr o m th e a ge of 9

π,π is the angle FROM a! TO b

COMP 465: Data Mining More on PageRank

AP Physics 1. Slide 1 / 71. Slide 2 / 71. Slide 3 / 71. Circular Motion. Topics of Uniform Circular Motion (UCM)

Chapter Direct Method of Interpolation More Examples Mechanical Engineering

STD: XI MATHEMATICS Total Marks: 90. I Choose the correct answer: ( 20 x 1 = 20 ) a) x = 1 b) x =2 c) x = 3 d) x = 0

6. Gravitation. 6.1 Newton's law of Gravitation

Applied. Grade 9 Assessment of Mathematics. Released assessment Questions

Set up Invariable Axiom of Force Equilibrium and Solve Problems about Transformation of Force and Gravitational Mass

C REVISED PER ECR DEC2015 T.S E.T $ D/C MATING CONNECTOR PART NUMBER WEIGHT. (g)

Higher Checklist (Unit 3) Higher Checklist (Unit 3) Vectors

Elementary Information on Gears

The momentum of a body of constant mass m moving with velocity u is, by definition, equal to the product of mass and velocity, that is

Section 35 SHM and Circular Motion

ES.181A Topic 8 Notes Jeremy Orloff

Linear Inequalities. Work Sheet 1

Qualitative Analysis for Solutions of a Class of. Nonlinear Ordinary Differential Equations

Review of Mathematical Concepts

Designing Information Devices and Systems I Spring 2018 Homework 7

Chapter 7. Kleene s Theorem. 7.1 Kleene s Theorem. The following theorem is the most important and fundamental result in the theory of FA s:

50 AMC Lectures Problem Book 2 (36) Substitution Method

Formulae For. Standard Formulae Of Integrals: x dx k, n 1. log. a dx a k. cosec x.cot xdx cosec. e dx e k. sec. ax dx ax k. 1 1 a x.

Properties of Integrals, Indefinite Integrals. Goals: Definition of the Definite Integral Integral Calculations using Antiderivatives

Topics Review Fuel Conversion Efficiency Fuel Air Ratio Volumetric Efficiency Road Load Power Relationships between performance parameters

U>, and is negative. Electric Potential Energy

IDENTITIES FORMULA AND FACTORISATION

BRP. A wide range of tool bodies and inserts available. Radius cutter for mould and die. For Pocketing, Ramping, Helical Cutting, Copying...

Acid-Base Equilibria

R(3, 8) P( 3, 0) Q( 2, 2) S(5, 3) Q(2, 32) P(0, 8) Higher Mathematics Objective Test Practice Book. 1 The diagram shows a sketch of part of

Week 8. Topic 2 Properties of Logarithms

LECTURE 3. Orthogonal Functions. n X. It should be noted, however, that the vectors f i need not be orthogonal nor need they have unit length for

Job No. Sheet 1 of 8 Rev B. Made by IR Date Aug Checked by FH/NB Date Oct Revised by MEB Date April 2006

School of Electrical and Computer Engineering, Cornell University. ECE 303: Electromagnetic Fields and Waves. Fall 2007

EXPANSION OF LIQUIDS

SOLUTIONS TO CONCEPTS CHAPTER 6

T h e C S E T I P r o j e c t

Topics for Review for Final Exam in Calculus 16A

Ph2b Quiz - 1. Instructions

Phys 7221, Fall 2006: Homework # 6

AQA Maths M2. Topic Questions from Papers. Circular Motion. Answers

Max. Operating Pressure. Min. *2 Required Pilot Pres. Max. Pilot

1 The fundamental theorems of calculus.

ENGI 9420 Lecture Notes 7 - Fourier Series Page 7.01

SPA7010U/SPA7010P: THE GALAXY. Solutions for Coursework 1. Questions distributed on: 25 January 2018.

Math 8 Winter 2015 Applications of Integration

School of Business. Blank Page

Chapter 8. Ch.8, Potential flow

d 4 x x 170 n 20 R 8 A 200 h S 1 y 5000 x 3240 A 243

4 The dynamical FRW universe

青藜苑教育 The digrm shows the position of ferry siling between Folkestone nd lis. The ferry is t X. X 4km The pos

MN4TB1/2 Series. Applicable cylinder bore size: ø20 to ø80

Answers to test yourself questions

Analytically, vectors will be represented by lowercase bold-face Latin letters, e.g. a, r, q.

Transcription:

High Pecision Angul Contct ll eings Stn Seies 1 Angul Contct ll eings Ult High-Spee Angul Contct ll eings Angul Contct ll eings Pt 4 1. ANGULAR CONTACT ALL EARINGS High Pecision Angul Contct ll eings (Stn Seies) P44-5 Fetues ROUST Seies Numbeing System eing Tbles Minitue Seies Seies 0 Seies 2 Seies Ult High-Spee Angul Contct ll eings Ult High-Spee Angul Contct ll eings (ROUST Seies) P5- Fetues Spinshot II TM Numbeing System eing Tbles NR1, ER1 Seies NR, ER Seies NR1XE, ER1XE Seies (SpinshotTM II) NRXE, ERXE Seies (SpinshotTM II) Ult High Pecision Angul Contct ll eings GR Seies Ult High Pecision Angul Contct ll eings (GR Seies) P0-4 Fetues Numbeing System eing Tbles GR1 Seies GR Seies GR02 Seies Angul Contc t ll eings 43

Pt 4 1. ANGULAR CONTACT ALL EARINGS High Pecision Angul Contct ll eing (Stn Seies) Contct ngle Fig. Fetues (eing numbe exmple) TYN L P4 Accucy symbol imension symbol Pelo symbol Angement symbol Contct ngle symbol Stn oe numbe F Sel symbol Cge symbol Mteil symbol Contct Angle F Contct point When lo is pplie to n ngul contct bll being, elstic emtion n the mount of stess t the contct point chnges s esult of the vying lo conitions of the blls, inne ing, n oute ing ccoing to the contct ngle of the being. F F Contct point l 0 C eing type symbol Effective lo cente Fig. 1.2 Angul Contct ll eings Numbeing System of High Pecision Angul Contct ll eings (Stn Seies) Single ow ngul contct bll beings hve line connecting the contct points wn in the il iection, which is clle the contct ngle. The contct ngle mkes this being suitble ccommoting il los, single iection xil los, n combintion of both. Futhemoe, since n xil component is genete when il lo is pplie, these beings e genelly use in pis, tiplex sets, quuplex sets, o multiplex sets. Figue 1.2 illusttes los cting on two olling elements contct ngle, n contct ngle. The eltion between n xil lo being pplie to the being n esulting lo cting on the olling element cn be multe s: Refeence pges eing type 0 imension oe numbe C Contct ngle : single ow ngul contct bll being 3-3, 44 : 1 seies, 0: seies, 2: 02 seies 3-3, 44 Less thn 03, eing boe 00: mm, 01: mm 02: mm, 03: mm Ove 04, eing boe oe numbe 5 C:, A5:, A: 4-5 3-3, 44 F/(Numbe of blls sinα). l i me Mteil te F / F / Numbe of blls Numbe of blls Lo cting on olling element contct ngle Lo cting on olling element Theee, the lge the contct ngle, the smlle the lo cting on the olling element. Lo t the contct point, n its consequentil emtion, is euce thus esulting in longe life. When il lo is pplie, the smlle the contct ngle, the smlle the lo cting on the olling element, thus esulting in euce lo t the contct point. TYN Cge Sel contct ngle (See Pges 3 n 3 contct ngle specifics.) No symbol: being steel (SUJ2) SN: cemic bll (Si3N4) ( 2 ) TYN: bll guie polymie esin cge; limiting spee mn = 1 0 000; opetionl tempetue limit = 1 C TR: oute ing guie phenolic esin cge; opetionl tempetue limit = 1 C No symbol: open type V1V: non-contct ubbe sel ( 1 ) - - SU: univesl ngement (single ow) U: univesl ngement (ouble ow) Angement imension Seies : bck-to-bck ngement F: fce-to-fce ngement T: tnem ngement, F, T, U: tiplex set ngement, FF, T, FT, TT, QU: quuplex set ngement Fig. 1.3 L EL: ext light pelo, L: light pelo, M: meium pelo, H: hevy pelo Pelo CP: specil pelo, CA: specil xil clence P2: ISO Clss 2, P4: ISO Clss 4, P5: ISO Clss 5 P4 Accucy P3: specil clss (imensionl ccucy: ISO Clss 4; otting ccucy: ISO Clss 2) P4Y: specil ccucy (oe imete n outsie imete e exclusive to NSK. All othes e ISO Clss 4.) 3-3 -1 3-3 4-1 1-1 Sele ngul contct bll beings e stnize SU ngement n ISO Clss 3. Sele ngul contct bll being coesponence numbes, 0: oe imete= φ -mm. Angul contct cemic bll being coesponence numbes, 0: oe imete= φ -mm. 2 44 0

Pt 4 1. ANGULAR CONTACT ALL EARINGS Fo itionl inmtion: oe imete 5- mm Seies φ Pge No. ynmic equivlent lo 1 Sttic equivlent lo Pelo n igiity 4 oe imete - mm Abutment n fillet imensions φ Nozzle position 4 Quntity of pcke gese eing Numbes ouny imensions 1 sic Lo Rtings Pemissible Effective Lo Mss Axil Cente (g) C Co Lo (ppox) (ynmic) (Sttic) Limiting Spees (min1) Gese eing Numbes ouny imensions sic Lo Rtings Pemissible Effective Lo Mss Fcto Axil Cente Sele C Co Lo 1 (ppox) esign (ynmic) (Sttic) Limiting Spees (min1) Gese C 5 5 1.00 0 0.5 3.1 4.5 000 000 0C 0 2 1.23.1 5.1 0.0 1 0 0 A 5 5 1. 5 5.53 4.5 2 000 000 0A5 2. 1. 1.44. 0.00 2 0 3 0 0C 0. 0. 4.54 5.5 000 3 000 1C 3. 1. 1.. 5.4 0.011 3 0 0 0A 0. 0.. 5.5 000 000 1A5 3. 1. 1.1.2 0.011 00 3 0 2C 1 2.3 00 0. 4.. 2 000 000 2C 4. 2.4 1.3.4 0.0 53 0 1 0 2A 1 2.0 0. 5.1. 0 000 000 2A5 4. 2.53 2..5 0.0 4 00 0 0C 1 2.3 00 0. 4..4 000 1 000 3C 5.00 2.4.. 0.0 4 000 4 0 0A 1 2.0 0..1.4 000 3A5 4. 2. 2.21.0 0.0 00 3 0 0C 1.0 5.51 1 000 1 000 4C 3.5 4. 3...3 0.03 0 1 0 0A 1.0.4 1 000 000 4A5 3.0 4.05 3. 1 0.03 52 00. 5. 3..5.0 0.043 34 0 52 0 2 0 44 0 C 0 1.3..0 2 000 000 C A 1.4.2.0 4 000 3 000 A5. 5. 4..3 0.043 C 4.. 4... 0.04 2 0 0 A5 4. 5.5 4.5.5 0.0 2 000 3 000 C 1..0. 1 0.04 00 3 0 A5 11.4.0..5 0.0 0 0 C 2.1 11.... 0. 00 34 0 A5 2.3 11.2.. 0. 1 00 2 0 C.0.4..0. 0. 0 31 000 A5.1..5 1.2 0. 00 2 00 C 2..0..2 0. 0 00 A5 2. 1.2 0.2 0 00 11C 1.1. 1.3.5 0.2 2 000 11A5.1..5.2 0.4 0 0 () Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle 1 Angul Contct ll eings 0 Seies 2 Seies High Pecision Angul Contct ll eings (Stn Seies) 1 Stn High Pecision Angul Contct ll eings (Minitue Seies) Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. When cemic bll is use, limiting spee vlue will be 1. times the vlue of steel bll. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle 4 4

Pt 4 1. ANGULAR CONTACT ALL EARINGS High Pecision Angul Contct ll eings (Stn Seies) 1 Fo itionl inmtion: oe imete 0-0 mm Sttic equivlent lo Pelo n igiity 4 φ Abutment n fillet imensions Nozzle position 4 Quntity of pcke gese eing Numbes ouny imensions 1 sic Lo Rtings Pemissible Effective Lo Mss Fcto Axil Cente Sele C Co Lo (ppox) esign (ynmic) (Sttic) Limiting Spees (min1) Gese eing Numbes ouny imensions sic Lo Rtings Pemissible Effective Lo Mss Fcto Axil Cente Sele C Co Lo 1 (ppox) esign (ynmic) (Sttic) Limiting Spees (min1) Gese C 0 1.4. 1.5.2 0.15 0 0 2C 0.5.0.5. 00 0 11 0 A5 0.3..0 23.4 0.1 0 00 2A5 0 4.0.0 3.5 4.1 0 00 C 5.2.5.5.. 0. 0 00 C 1.5 5.5 5.0. 34.1 1. 000 00 A5 5 1.1 1.4. 0.211 000 1 0 A5 1.0.0.0.5 1. C 0.1 2..3.4 1.4 3 00 00 C 2 2 4.0. 3.1 2.0 0 0 A5 0 2.5 2.3 2 2. 41 11 0 00 A5 2 1 4.5 5.0 2.0 5 00 0 C 5. 2.3.0..1 5 0 1 0 C 0 2 1.0. 3.4 3. 0 A5 5 2. 2. 21.2 2.0 11 0 00 A5 0 2 5 3.5 5.3 3.1 5 0 0 C 2.0.5... 0 0 34C 0 2 1.5.. 3.30 5 0 0 A5 2.3 2.0 2.2 1 00 0 34A5 0 2 3 3.30 0 C 1.5..5. 0.534 11 0 3C 0 0 1 4 111..3 4.0 5 0 0 A5 1 3.5 3.5.0. 0.541 0 00 3A5 0 0 4. 4. 4 00 000 C 5 4 4.0 2.1. 23.4 0.5 00 0 3C 1 20 12 1. 4. 4. 5 0 0 1 20 2 1.0 5.1 4 0 00 2.5 A5 5 3.5 43.5.5 34.1 0. 0 3A5 1C 5.5 4.0.0..1 0.5 0 00 C 0 0 3 4 4.5 51.2.0 4 0 0 1A5 5.0.5.0.2 03 0 0 A5 0 0 3 231.0. 4 0 0 C.0 54.0.0.5 2.1 0.0 00 00 44C 2 0 3 1 2. 53..5 4 0 0 A5 4.5 5 3.5 0. 0 0 44A5 2 0 3 2 4..5 3 0 5 0 21C 5 1 5 5.0 34.5. 2. 0.31 0 4C 0 3 3 0 20. 5.5.2 4 0 0 21A5 5 1 4.0 54.0 4 3.2 0. 000 000 4A5 0 3 3 20 4.3.2 3 00 5 0 C 5 5.5.5. 2.4 0. 0 0 2C 20 30 4 35 3. 4.5 11.3 3 0 5 00 20 30 4 1 3 2 5.3 11.3 3 0 4 0 A5 4.0 5.0 4 4 0. 00 11 00 2A5 C 1 5.5.5.1 0 0 C 0 3 4 22 4 3..2.3 3 0 5 0 A5 1 5.5.0 5.5 44.2 00 A5 0 3 4 3 3..3 3 4 00 Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. When cemic bll is use, limiting spee vlue will be 1. times the vlue of steel bll. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle 4 Seies (continue) Angul Contct ll eings φ Stn Seies Pge No. ynmic equivlent lo 1 Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle 4

Pt 4 1. ANGULAR CONTACT ALL EARINGS High Pecision Angul Contct ll eings (Stn Seies) 1 Fo itionl inmtion: oe imete - mm Sttic equivlent lo Pelo n igiity 4 φ Abutment n fillet imensions Nozzle position 4 Quntity of pcke gese eing Numbes 1 sic Lo Rtings Pemissible Effective Lo Mss Fcto Axil Cente Sele C Co Lo (ppox) esign (ynmic) (Sttic) Gese eing Numbes ouny imensions sic Lo Rtings Pemissible Effective Lo Mss Fcto Axil Cente Sele C Co Lo 1 (ppox) esign (ynmic) (Sttic) Limiting Spees (min1) Gese 2 5. 2.4..4 0.01 3 0 0 00C 2. 1.4. 0. 21 0 0 000A5 2 5. 2.41 2.4.2 0.01 00 3 0 00A5 1.5.1 1.1 0. 00 2 0 000A 2 5.00 2.34 1.1.2 0.01 41 00 00 00A.. 23.1 0.11 0 00 001C 5. 2. 2..2. 0.021 5 0 0 00C.4 1.3.4.4.0 0.23 1 0 2 0 001A5 5.0 2. 2.2. 0.021 000 000 00A5 23.1.3 2 0.0 00 000 001A 5. 2.1 3. 0.021 3 0 000 00A.3. 1.3 0.1 0 00 002C. 3. 2.3.1. 0.0 4 000 4 0 0C 2.0 21.... 0. 00 2 000 002A5 5.5 3. 5.0 0.0 00 3 0 0A5...2 23.2 0.20 0 23 002A 5. 3. 2.3 11.3 0.0 000 00 0A 23..1.5 2. 0.22 11 00 0 003C.0 3. 2..5 0.03 44 0 0 011C 34.0...5. 0 0 003A5. 3.5 3. 1 0.0 3 0 5 00 011A5.5 2.2 21.. 3 0 00 003A. 3. 2.5.5 0.0 0 3 0 011A 3 2.3. 2. 0 0 004C. 4..0.1 0.0 3 5 0 0C 0 5.0.5 1.. 1.4 0.5 0 00 0 5.0 2.1 2 2.1 0. 000 1 0 1. 004A5 1. 5..2 0.0 0 4 0 0A5 004A 1. 4.. 0.0 0 0 0A 0 5 3.1. 31.4 0.4 00 000 005C 4 11.. 5... 0.0 000 4 00 0C 5 34.5 2..0 0.4 21 0 005A5 4 1. 5.5.4 0.0 2 0 41 00 0A5 5.0.5.4.2 0.4 0 0 005A 4.. 4..4 0.0 0 2 0 0A 5.5 3 1.5. 0.441 0 00C.1...2 0.1 2 41 0 0C 0 4.0 4 2.. 2 0 0 1 0 00A5.4..05.4 0.1 23 00 0 0A5 0 44.5 4 3 3 11 0 00 00A.... 0.1 00 23 00 0A 0.5 3.5. 0 11 0 00C 2 1.1...0.5 1 23 0 3 0C 1 4.0.5.1.. 43 0 0 00A5 2.2.0 11.4.3 1 00 31 000 0A5 1.5 43.5.5 3 52 00 0 00 0A 1 43.5 4. 3.4 0 00 2.5 1.. Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. When cemic bll is use, limiting spee vlue will be 1. times the vlue of steel bll. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle Limiting Spees (min1) 000C 00A ouny imensions 0 Seies (continue) 2 3 0 Angul Contct ll eings φ Stn 0 Seies Pge No. ynmic equivlent lo 1 Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. When cemic bll is use, limiting spee vlue will be 1. times the vlue of steel bll. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle 51

Pt 4 1. ANGULAR CONTACT ALL EARINGS High Pecision Angul Contct ll eings (Stn Seies) 1 Fo itionl inmtion: oe imete -0 mm Sttic equivlent lo Pelo n igiity 4 φ Abutment n fillet imensions Nozzle position 4 Quntity of pcke gese eing Numbes ouny imensions sic Lo Rtings Pemissible Effective Lo Mss Fcto Axil Cente Sele C Co Lo 1 (ppox) esign (ynmic) (Sttic) Limiting Spees (min1) Gese eing Numbes ouny imensions sic Lo Rtings Pemissible Effective Lo Mss Fcto Axil Cente Sele C Co Lo 1 (ppox) esign (ynmic) (Sttic) Limiting Spees (min1) Gese 0C 5 5.5.5 34.5.. 0. 11 0 02C 0.0. 3. 3.2 000 00 0A5 5.5 52.5 4 34. 0. 0 00 02A5 0 2.5.0 0A 5 53.5.5 3 4 0.4 0 0 02A 0 1 5.5 4.1 3.20 4 00 0C 0.0 5.5..4 0. 00 0 0C 2 2 1.0.0 3. 3.4 00 000 0A5 5.0.5 4 3.1 0.4 0 0A5 2 5 5.3 5 0 00 0A 54.5 53.5.0 4 0. 000 0 0A 2 1 1.0 3.4 4 0 5 0 0C.0 44.5. 2.4 0 000 0 0C 5 1 5.0. 4. 0 0 0A5.0 5.5 5 3. 0 00 0A5 5 3 0 3 1.2 4. 5 0 000 0A 5.0 3.5.5.2 00 00 0A 5 4 1. 4.1 4 000 5 0 01C 5 1 3.5 4.0..1 1.2 00 00 0C 0 0 3 1 1.0. 5. 5 0 0 01A5 5 1.5.5 52.5.0 1.4 0 0 0A5 0 0 3 2 3 5. 5. 0 01A 5 1.0.0.5 4. 1.2 0 0 0A 0 0 3 5. 5.0 3 0 0C.5.0 4.0.0. 1.20 0 034C 0 20 5 234. 4.. 5 0 0 0A5 3.5 5.5 4 1.0 000 000 034A5 0 20 3. 4 00 000 0A.5 0.5 44.5 4.1 1.0 000 000 034A 0 20 2 3.1. 3 0 4 00 021C 5 0 2.0.5 5.0.. 00 0 03C 0 0 4 2 2 5. 53.. 00 021A5 5 0 2 3.5.0.5 43. 1. 00 11 0 03A5 0 0 4 2 22 15.. 4 0 00 021A 5 0 2.0 5 51.2 1.00 5 00 00 03A 0 0 4 2 1.4 3 0 4 0 0C 0.5.. 1. 0 0 03C 1 2 4 5 12..2 11. 4 0 0 0A5 0.0.5 4. 2.20 0 0 03A5 1 2 4 2 21 2.0 11. 4 0 0 0A 0 5.5 54.4 1.0 5 0 0 03A 1 2 4 2 0 2 2.3 11. 3 0 4 0 0C 1 0 1 1.5. 34.1 00 11 00 0C 0 3 51 3 2. 5..0 4 00 0.5 4 4.5 5.0.20 0A5 1 0 111.5 4.0 2.4 00 000 0A5 0 3 51 0 3 5.0.0 4 000 5 0 0A 1 0 2.5 5.3 00 0A 0 3 51 0 3 1.1.0 3 000 4 000 Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. When cemic bll is use, limiting spee vlue will be 1. times the vlue of steel bll. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle 52 0 Seies (continue) Angul Contct ll eings φ Stn 0 Seies Pge No. ynmic equivlent lo 1 Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle 53

Pt 4 1. ANGULAR CONTACT ALL EARINGS High Pecision Angul Contct ll eings (Stn Seies) 1 Fo itionl inmtion: Pge No. oe imete -5 mm Sttic equivlent lo φ Pelo n igiity 4 Abutment n fillet imensions φ Nozzle position 4 Quntity of pcke gese sic Lo Rtings Pemissible Axil C Co Lo (ynmic) (Sttic) Limiting Spees (min1) ouny imensions sic Lo Rtings Pemissible Axil C Co Lo (ynmic) (Sttic) Effective Lo Mss Cente (ppox) Limiting Spees (min1) ouny imensions 0C 5. 2.1.2.2 0.0 5 0 0 211C 21 5.0 2.. 01 0 00 0A5 5. 2.51 2.4.2 0.031 000 000 211A5 21.5.5. 0.5 000 1 0 0A 5.05 2.44 1.2 1 0.0 3 0 000 211A 21 4.0.0. 0 00 000 1C. 3. 3..5. 0.03 52 0 00 2C 0 4.0 4.0 34.0.4.4 0. 00 00 eing Numbes 1 Fcto Gese eing Numbes 1 Fcto Gese 1A5.5 3..1 0.03 0 0 2A5 0 4.0.0. 0.3 11 0 00 1A. 3.5 2.2 11.4 0.0 34 0 2A 0 5.0.5.5.5 0. 0 11 0 2C 11.5 4. 3..2. 0.0 4 000 0 000 2C 5 1 23 5.5.0. 23. 0 1 000 2A5 11. 4. 3.5 11.3 0.044 000 0 000 2A5 5 1 23.5 5.0 4.5.1 00 0 0 2A 11. 4. 0. 0.0 000 000 2A 5 1 23.5 54.0 3.2 0 0 3C. 5. 4..3. 0.05 0 1 0 2C 0 5.5 4.5 4..1 11 0 000 3A5.4 5.0 5.. 0.04 52 00 2A5 0 5.0 4.5 34. 0 0 3A.1 5. 4.05 0.05 2 0 2A 0 5 5.5.1 00 00 0 4C 4..05..3 1 0.3 34 0 52 0 2C 0.0 4.0. 2.2 11 0 4A5 4.0... 0.2 2 0 44 0 2A5.0.5 5 3.4 0 00 4A 4.. 5.. 0.4 0 2 0 2A.0 4.5.5 4 1.0 0 0 C 52...0. 0. 2 0 0 2C 2.5 54.5. 2. 1.4 0 000 A5 52..05.5 0. 2 000 3 000 2A5 2.5 4.0 3. 1.4 00 A 52.4. 0. 1 0 2 000 2A 2 4.5 44. 1.0 0 C 2 2. 1. 0. 000 3 2C.5 0.5. 2. 1. 0 0 1. 0. 21 0 00 2A5 2.5 0.0 41.4 1. 00 0 21.3 0.1 0 21 0 2A 3.5 53.5 4. 1.0 0 00 0 3 5. 31. 2.0 0 3.5 44.1 2.3 000 000 4.5 5 2.2 000 000.2...5 A5 2 2.1 A 2 21.3. C 2.5 1..4.. 0.0 21 0 0 2C..5.5 A5 2 2.1 1.1. 2 0.2 00 2A5 0 1 A 2.2.5. 23. 0.4 00 2A 0 1 C 3.5.2..1.0 1 0 2 0 21C 5 0 1 1.0.. 2. 00 0 A5 34.5.1 2 2 2 00 000 21A5 5 0.0 4. 2. 00 11 0 A.5 23.3. 2.3 0 0 00 21A 5 0 2 3.0 54.2 2.0 5 00 00 C 1 4. 1..2 0. 00 2 000 2C 0 34.5. 0 0.5 A5 1 2. 23.3. 0.2 0 23 2A5 0 34 1 1 A 1 3.5 2..0.3 0.4 11 00 0 2A 0 34 1 2C 4 3 2 1.4 0. 0 000 1C 5 1 3 2 3 2A5 4.5.2 2.3 0.3 0 21 0 1A5 5 1 3 5 2A 3.5 2.3 1.4.2 0. 0 0 1A 5 1 3 2 Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle 54 Effective Lo Mss Cente (ppox) 2 Seies (continue) 3 4. 0 0.5 5.4 3.2 5 0 0.5 3. 3. 0 11 0 52.4 0 0 3. 5 0 111.0 Stn 2 Seies Angul Contct ll eings ynmic equivlent lo 1 Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle

Pt 4 1. ANGULAR CONTACT ALL EARINGS High Pecision Angul Contct ll eings (Stn Seies) oe imete - mm 1 φ φ eing Numbes 2C ouny imensions 0 1 sic Lo Rtings Pemissible Axil C Co Lo (ynmic) (Sttic) Fcto Effective Lo Mss Cente (ppox) Limiting Spees (min1) Gese 3 0 3. 4.0 0 11 0.1 4.0 0 00 3. 4.4 4 0 0 2A5 0 3 3 2A 0 3 2 2C 1 2 1 12 2..4 5.4 0 0 2A5 1 2 4 5.1 5.4 000 000 2A 1 2 3 1.3 5.0 4 0 000 C 2 4. 44.1.2 0 0 A5 2 1 1 3.2 5 00 0 A 2.0 4 0 5 00 2C 0 23 4 2. 4.1. 5 0 000 2A5 0 2.5. 5 0 00 2A 0 2 234.3.0 3 0 5 0 2C 20 20 5 5. 5 5 0 0 2A5 20 2 231 4 0 0 2A 20 0 3.1 11.0 3 00 4 0.0 Stn 2 Seies Angul Contct ll eings Fo pemissible xil lo, plese efe to Pge. Fo ppliction of limiting spees, plese efe to Pge 2. Note: eing numbes with C suffix: nominl contct ngle eing numbes with n A5 suffix: nominl contct ngle eing numbes with n A suffix: nominl contct ngle 5 5