Pitch circle

Definition and stakes

Portrait of Joshua Rose Joshua Rose,  Modern Machine-Shop Practice, Volumes I and II

“ If the pitch circle is not marked on a single wheel and its arc pitch is not known, it is practically a difficult matter to obtain either the arc pitch or diameter of the pitch circle. If the wheel [I-5] is a new one, and its teeth are of the proper curves, the pitch circle will be shown by the junction of the curves forming the faces with those forming the flanks of the teeth, because that is the location of the pitch circle; but in worn wheels, where from play or looseness between the journals and their bearings, this point of junction becomes rounded, it cannot be defined with certainty. ”
Source: Gutenberg

Portrait of Joshua Rose Joshua Rose,  Mechanical Drawing Self-Taught

“ Thus in Figure 239, P P is the pitch circle, and B C the line of motion of the centre of the generating circle to be rolled within P P. From 1 to 6 are points of equal division on the pitch circle, and D to I are arc locations for the centre of the generating [203] circle. Starting from A, which represents the location for the centre of the generating circle, the point of contact between the generating and base circles will be at B. Then from 1 to 6 are points of equal division on the pitch circle, and from D to I are the corresponding locations for the centres of the generating circle. ”
Source: Gutenberg

N. Hawkins,  Self-Help Mechanical Drawing: An Educational Treatise (1902)

“ The pitch line is the most important one in gearing; the “pitch line” or “pitch circle” is supposed to be the working circle. This is shown in P—P in fig. 274.
The periphery of a wheel is the extreme circumference, as N in fig. 274.
All parts of gear-wheels consist of portions, to which have been given generally accepted names. Fig. 264 shows the “addendum circle” and the “pitch line” as marked. The teeth and rim are shown in white, and the other portions are indicated by the names.
The circular pitch line, as opposed to the diametral pitch, is the same as the pitch circle.
”
Source: Gutenberg

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