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BS ISO 10300-1:2014

$198.66

Calculation of load capacity of bevel gears – Introduction and general influence factors

Published By Publication Date Number of Pages
BSI 2014 70
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This part of ISO 10300 specifies the methods of calculation of the load capacity of bevel gears, the formulae and symbols used for calculation, and the general factors influencing load conditions.

The formulae in ISO 10300 (all parts) are intended to establish uniformly acceptable methods for calculating the pitting resistance and bending strength of straight, helical (skew), spiral bevel, Zerol and hypoid gears. They are applicable equally to tapered depth and uniform depth teeth. Hereinafter, the term “bevel gear” refers to all of these gear types; if not the case, the specific forms are identified.

The formulae take into account the known major factors influencing pitting on the tooth flank and fractures in the tooth root. The rating formulae are not applicable to other types of gear tooth deterioration such as plastic yielding, micropitting, case crushing, welding, and wear. The bending strength formulae are applicable to fractures at the tooth fillet, but not to those on the active flank surfaces, to failures of the gear rim or of the gear blank through the web and hub. Pitting resistance and bending strength rating systems for a particular type of bevel gears can be established by selecting proper values for the factors used in the general formulae. If necessary, the formulae allow for the inclusion of new factors at a later date. Note, ISO 10300 (all parts) is not applicable to bevel gears which have an inadequate contact pattern under load (see Annex D).

The rating system of ISO 10300 (all parts) is based on virtual cylindrical gears and restricted to bevel gears whose virtual cylindrical gears have transverse contact ratios of ε < 2. Additionally, the given relations are valid for bevel gears of which the sum of profile shift coefficients of pinion and wheel is zero (see ISO 23509).

WARNING The user is cautioned that when the formulae are used for large average mean spiral angles (βm1+βm2)/2 > 45°, for effective pressure angles αe > 30° and/or for large face widths b > 13 mmn, the calculated results of ISO 10300 (all parts) should be confirmed by experience.

PDF Catalog

PDF Pages PDF Title
6 Foreword
7 Introduction
8 Table tab_a
Figure fig_1
9 Section sec_1
Section sec_2
1 Scope
2 Normative references
10 Section sec_3
Section sec_4
Table tab_1
3 Terms and definitions
4 Symbols and units
16 Table tab_2
Section sec_5
Section sec_5.1
Section sec_5.1.1
Section sec_5.1.2
Section sec_5.1.3
5 Application
5.1 Calculation methods
17 Section sec_5.1.4
Section sec_5.2
Section sec_5.3
Section sec_5.3.1
Section sec_5.3.2
5.2 Safety factors
5.3 Rating factors
18 Section sec_5.3.3
Section sec_5.4
Section sec_5.4.1
Section sec_5.4.2
Section sec_5.4.3
Section sec_5.4.4
Section sec_5.4.5
Section sec_5.4.6
5.4 Further factors to be considered
19 Section sec_5.4.7
Section sec_5.4.8
Section sec_5.4.9
Section sec_5.5
5.5 Further influence factors in the basic formulae
20 Section sec_6
Section sec_6.1
Section sec_6.2
6 External force and application factor, KA
6.1 Nominal tangential force, torque, power
6.2 Variable load conditions
21 Section sec_6.3
Section sec_6.3.1
Section sec_6.3.2
Section sec_6.3.3
Section sec_7
Section sec_7.1
6.3 Application factor, KA
7 Dynamic factor, Kv
7.1 General
22 Section sec_7.2
Section sec_7.3
Section sec_7.4
7.2 Design
7.3 Manufacturing
7.4 Transmission error
23 Section sec_7.5
Section sec_7.6
Section sec_7.6.1
Section sec_7.6.2
Section sec_7.6.3
Section sec_7.7
Section sec_7.7.1
7.5 Dynamic response
7.6 Resonance
7.7 Calculation methods for Kv
24 Section sec_7.7.2
Section sec_7.7.3
Section sec_7.7.3.1
25 Section sec_7.7.3.2
Section sec_7.7.3.3
26 Figure fig_2
28 Table tab_e
Figure fig_3
29 Section sec_7.7.3.4
Table tab_3
30 Section sec_7.7.3.5
Section sec_7.7.3.6
Section sec_7.7.3.7
Section sec_7.7.4
Section sec_7.7.4.1
31 Table tab_g
Figure fig_4
Section sec_7.7.4.2
32 Section sec_7.7.4.3
33 Section sec_8
Section sec_8.1
Section sec_8.1.1
Section sec_8.1.2
Section sec_8.1.3
Section sec_8.1.4
Section sec_8.1.5
Section sec_8.2
Section sec_8.3
8 Face load factors, KHβ, KFβ
8.1 General documents
8.2 Method A
8.3 Method B
34 Section sec_8.4
Section sec_8.4.1
Table tab_4
Section sec_8.4.2
Section sec_8.4.3
8.4 Method C
35 Section sec_9
Section sec_9.1
9 Transverse load factors, KHα, KFα
9.1 General comments
36 Section sec_9.2
Section sec_9.3
Section sec_9.3.1
9.2 Method A
9.3 Method B
37 Table tab_l
Figure fig_5
Section sec_9.3.2
Section sec_9.3.3
Section sec_9.3.3.1
38 Section sec_9.3.3.2
Section sec_9.4
Section sec_9.4.1
Section sec_9.4.2
Section sec_9.4.3
9.4 Method C
39 Table tab_5
Section sec_9.5
9.5 Running-in allowance, yα
40 Table tab_m
Figure fig_6
41 Table tab_n
Figure fig_7
43 Annex sec_A
Annex sec_A.1
Annex sec_A.2
Annex sec_A.2.1
Annex A
(normative)

Calculation of virtual cylindrical gears — Method B1

44 Table tab_q
Figure fig_A.1
Annex sec_A.2.2
46 Figure fig_A.2
Annex sec_A.2.3
47 Annex sec_A.2.4
48 Table tab_t
Figure fig_A.3
49 Annex sec_A.2.5
50 Table tab_A.1
Annex sec_A.2.6
Annex sec_A.2.7
51 Table tab_A.2
52 Table tab_v
Figure fig_A.4
53 Figure fig_A.5
Annex sec_A.2.8
Annex sec_A.3
55 Annex sec_B
Annex sec_B.1
Annex sec_B.2
Annex B
(normative)

Calculation of virtual cylindrical gears — Method B2

57 Annex sec_B.3
58 Figure fig_B.1
Figure fig_B.2
Figure fig_B.3
59 Figure fig_B.4
Annex sec_B.4
Figure fig_B.5
Figure fig_B.6
Annex sec_B.5
60 Table tab_x
Figure fig_B.7
61 Annex sec_C
Annex sec_C.1
Annex sec_C.2
Table tab_C.1
Annex C
(informative)

Values for application factor, KA

62 Annex sec_D
Annex D
(informative)

Contact patterns

63 Table tab_y
Figure fig_D.1
64 Figure fig_D.2
65 Figure fig_D.3
66 Reference ref_1
Reference ref_2
Reference ref_3
Reference ref_4
Reference ref_5
Reference ref_6
Bibliography
Bibliography
BS ISO 10300-1:2014
$198.66