19.3 MetrIc Tooth Standmrds*
The metric module was developed in a number of versions
that differ in minor ways. The German module, defined by the DIN standard, is
widely used throughout Europe. However, the Japanese have their own version,
defined in JIS standards. The deviations among these and other national metric
standards are fortunately minor: the various metric standards, differ only
with regard to dedendum size and root radii.
Even these minor deviations are resolved by a new unified
module standard sponsored and promoted by the International Standards
Organization (ISO). This unified version, shown in fIgure 1.52, conforms to
the new SI system in all respects. Currently, Germany, Japan, Great Britain
and other major industrial countries on the metric system, are shifting to
this ISO standard, which has been advocated as the basis for American metric
gearing.
ISO standard metric gear tooth is defined by a rack of
module m = 1. ISO gears share many features with inch-size American gears: 200
pressure angle, plus similar addendum and dedendum ratios.
Tooth proportions for the standard, which applies to
cylindrical gears of the spur and helical varieties, are given in terms of the
basic rack, as shown in the illustration. Dimensions, in millimeters, are
normalized for module m = 1. Corresponding values for other modules are
obtained by multiplying each dimension by the value of the specific module, m.
Major tooth parameters are described by the standard:
• Tooth form is straight-sided and full-depth, forming
the basis of a family of full-depth interchangeable gears.
• Pressure angle is 200, conforming to world-wide
acceptance of 200 as the most versatile pressure angle.
• Addendum is equal to the module, m, which conforms to
the American practice of addendum equaling 1/P.
• Dedendum is equal to 1.250 m, which corresponds to
American practice for coarse pitch gears (see Table 1.1).
• Root radius is slightly greater than current American
standards specify.
• Tip radius has a maximum tip-rounding specified. This
rounding is a deviation from American standards, which do not specify
rounding. However, as a maximum or limit value, American gear makers are not
prevented from specifying a tip radius as near zero as possible.
Note that the basic racks for metric gears and for
American inch gears are essentially identical. For metric gears, specific
size dimensions are obtained from multiplying by m (the module). Gears
conforming to diametral pitch American standards are sized by dividing the
basic rack dimensions by the specific diametral pitch (P).
___________________________
Apart from minor changes in wording. this paragraph,
including figure 1.52, is quoted or reproduced wilh the permissior of Machine
Design magazine from the following article: "Shifting to Metric", by
G.W. Mchalec and F. Buchsbaum Machire Design, Vol. 45, August 9,1973, pp.
94-97.
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