By A. B. Clemens
Word. This quantity is made of a few separate components, or sections, as indicated through their titles, and the web page numbers of every frequently commence with 1. during this record of contents the titles of the elements are given within the order during which they seem within the publication, and tinder every one name is a whole synopsis of the themes treated.
GEAR TRAINS AND CAMS
PULLEYS AND BELTING
MATERIALS OF CONSTRUCTION
STRENGTH OF MATERIALS
THE trying out of fabrics
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Extra resources for Applied Mechanics And Strength Of Materials
In Fig. 23 and 12-tooth pinion. Tooth outlines for the is shown a rack rack in the cycloidal system are obtained by rolling the generating circles oo' on the straight pitch line the curves are B B; therefore cycloids. The generating circle o passes through the center O of the pinion and rolls the pitch circle on A A, 22. FIG. 23 and therefore describes radial flanks. Epicycloidal Annular Gears. Annular gears, or internal gears, as already explained, are those having teeth cut on the inside of the rim.
Ans. ' ~ In Fig. 20, Pig. -Applying formula 2 and 4 /may inches- and C, 24 mcnes, Applying formula 1, P= X 80 pounds; B to P of produce a pressure what force 180 pounds? Ans. 40 Ib. In a togglejoint similar to that in Fig. 20, the arms OB, equal, each being 14 inches in length; the height and the force is 2,800 pounds. Find the equais BQ are AH B G* F inches; CQ Ans. 74 QC > 24 inches ! ^^- Ib 16 Ans. 462 Ib. LINK MECHANISMS 24 F of 200 pounds, Fig. 20, should act at right In case a force 4. when Q C equals 32 inches; at JB, find the pressure angles to the angle that P QA, 8 inches; and OQ, 60 inches, remembering that thp to is ingle Q O A.
Now let an arc of the curve B taken as the outline of the face of a tooth on a, and let an arc be taken as the outline of the flank of the hypocycloid l , P CPd of a tooth on PE is over, These curves are in contact at P, and, morenormal to each of them. Hence, the common a-,. normal through the point of contact passes through the pitch point, and the curves satisfy the condition required of tooth outlines. The one rolling circle m generates the faces of the teeth of and the flanks of the teeth of a*.
Applied Mechanics And Strength Of Materials by A. B. Clemens