B, let the vertex of the cone be placed at V, and one element of the cone coincide with VA I. The length of this element is taken from the elevation A, of either contour element. All of the elements of the cone are of the same length, so when the cone... Modern Engineering Practice: A Reference Library... - Page 116by American School (Chicago, Ill.) - 1906Full view - About this book
| Albert Edward Seaton - Marine engineering - 1886 - 520 pages
...path so found is like an attenuated figure 8 in head-gear, and somewhat more pronounced in sterngear. The arc of a circle of radius equal to the length of the suspension or bridle rods, is then drawn through each of these figures in such a way that there... | |
| Albert Edward Seaton - Marine engineering - 1886 - 514 pages
...path so found is like an attenuated figure 8 in head-gear, and somewhat more pronounced in sterngear. The arc of a circle of radius equal to the length of the suspension or bridle rods, is then drawn through each of these figures in such a way that there... | |
| Emory Edwards - Marine engineering - 1891 - 554 pages
...path so found is like an attenuated figure 8 in head-gear, and somewhat more pronounced in stern-gear. The arc of a circle of radius equal to the length of the suspension or bridle rods, is then drawn through each of these figures in such a way that there... | |
| 1902 - 486 pages
...the space rolled over will represent the development of the convex surface of the cone. A, Fig. 36, is a cone cut by a plane parallel to the base. In...circumference of the base into any number of equal parte, as twelve, then Fig. 84. with the length of one of these parts as radius, lay off twelve spaces,... | |
| American School (Chicago, Ill.) - Engineering - 1903 - 414 pages
...the space rolled over will represent the development of the convex surface of the cone. A, Fig. 36, is a cone cut by a plane parallel to the base. In...base into any number of equal parts, as twelve, then Fig. 34. with the length of one of these parts as radius, lay off twelve spaces, 1....13, join 1 and... | |
| Drawing - 1906 - 424 pages
...the space rolled over will represent the development of the convex surface of the cone. A, Fig. 36, is a cone cut by a plane parallel to the base. In...one of these parts as radius, lay off twelve spaces, 1....13, join 1 and 13 with V, iuid the sector is the development of the cone from vertex to hase.... | |
| American School (Lansing, Ill.) - Architectural drawing - 1906 - 426 pages
...rolled each point of the base as it touches the plane will be at the same distance from the vertfix. From this it follows that the development of the base...base into any number of equal parts, as twelve, then Fig. 34. 27 with the length of one of these parts as radius, lay oif twelve spaces, 1.... 13, join... | |
| American School (Lansing, Ill.) - Architecture - 1907 - 360 pages
...in addition two polygons the exact size of the bases. It will be found helpful in developing a salid to number or letter all of the corners on the projections,...circumference of the base into any number of equal parts, a» twelve, then Fig. 34. with the length of one of these parts as radius, lay off twelve spaces, 1....1... | |
| American School of Correspondence - Civil engineering - 1908 - 474 pages
...represent the development of the convex surface of the cone. A, Fig. 86, is a cone cut by a Fig. 34. plane parallel to the base. In B, let the vertex of...circumference of the base into any number of equal parts, a° twelve, then with the length of one of these parts as radius, lay off twelve spaces, 1....13, join... | |
| Frederick Eugene Turneaure - Civil engineering - 1909 - 456 pages
...rolled on the plane, the vertex remaining stationary, until the same element is in contact again, th3 space rolled over will represent the development of...circumference of the base into any number of equal parts, a* twelve, then Fig. 34. with the length of one of these parts as radius, lay off twelve spaces, 1....13,... | |
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