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BEVEL AND HYPOID GEARS 11.20
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TABLE 11.4 Formulas for Computing Blank and Tooth Dimensions
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BEVEL AND HYPOID GEARS 11.21
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TABLE 11.4 Formulas for Computing Blank and Tooth Dimensions (Continued)
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BEVEL AND HYPOID GEARS 11.22
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TABLE 11.4 Formulas for Computing Blank and Tooth Dimensions (Concluded)
TABLE 11.5 Depth Factor
TABLE 11.6 Clearance Factors
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BEVEL AND HYPOID GEARS 11.23
BEVEL AND HYPOID GEARS
TABLE 11.7 Mean Addendum Factor
TABLE 11.8 Minimum Normal Backlash Allowance
In many cases, the type of taper depends on the manufacturing method. Before selecting a tooth taper, you should consult with the manufacturer to ensure compatibility between the design and the cutting method. Straight-bevel gears are usually designed with standard taper. Zerol bevel gears are usually designed with duplex taper.
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BEVEL AND HYPOID GEARS 11.24
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FIGURE 11.17 Circular thickness factor. These curves are plotted from the equation K = 0.088 + 0.092mG 0.004mG2 + 0.0016 (n 30) (mG 1).
The formulas used to calculate the sum of dedendum angles and the dedendum angles are shown in Table 11.9.
11.5.3 Hypoid Dimensions The geometry of hypoid gears is complicated by the offset between the axes of the mating members. Therefore a separate set of calculation formulas is needed. The starting data are the same as for bevel gears with the following exceptions: 1. Hypoid offset E is required. 2. Pinion spiral angle P is specified. The formulas in Table 11.10 are now used to calculate the blank and tooth dimensions.
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BEVEL AND HYPOID GEARS 11.25
BEVEL AND HYPOID GEARS
TABLE 11.9 Formulas for Computing Dedendum Angles and Their Sum
11.5.4 AGMA References The following AGMA standards are helpful in designing bevel and hypoid gears: AGMA Design Manual for Bevel Gears, 2005 AGMA Rating Standard for Bevel Gears, 2003 These are available through American Gear Manufacturer s Association, Alexandria, Virginia.
11.6 GEAR STRENGTH
Under ideal conditions of operation, bevel and hypoid gears have a tooth contact which utilizes the full working profile of the tooth without load concentration in any
The notation and units used in this chapter are the same as those used in the AGMA standards. These may differ in some respects from those used in other chapters of this Handbook.
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BEVEL AND HYPOID GEARS TABLE 11.10 Formulas for Computing Blank and Tooth Dimensions of Hypoid Gears
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BEVEL AND HYPOID GEARS
TABLE 11.10 Formulas for Computing Blank and Tooth Dimensions of Hypoid Gears (Continued)
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BEVEL AND HYPOID GEARS TABLE 11.10 Formulas for Computing Blank and Tooth Dimensions of Hypoid Gears (Continued)
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BEVEL AND HYPOID GEARS
TABLE 11.10 Formulas for Computing Blank and Tooth Dimensions of Hypoid Gears (Continued)
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