. Cyclopedia of architecture, carpentry, and building; a general reference work ... Fig. 114. Finding BevelWhere Tangents In-cline Equally overObtuse-Angle Plan. Fig. 115. Same Plan as in Fig. 114, but with Bottom Tangent Level. wreath incline equally. Two bevels are required in this case, becausethe plane of the section is inclined in two directions; but, owing to theincHnations being alike, it follows that the two will be the are to be appHed to both ends of the wreath, and, as shown inFig. 105, m the same direction—namely,toward the inside of the wreath for the bot-tom end, and to

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. Cyclopedia of architecture, carpentry, and building; a general reference work ... Fig. 114. Finding BevelWhere Tangents In-cline Equally overObtuse-Angle Plan. Fig. 115. Same Plan as in Fig. 114, but with Bottom Tangent Level. wreath incline equally. Two bevels are required in this case, becausethe plane of the section is inclined in two directions; but, owing to theincHnations being alike, it follows that the two will be the are to be appHed to both ends of the wreath, and, as shown inFig. 105, m the same direction—namely,toward the inside of the wreath for the bot-tom end, and toward the outside for the upperend. In Fig. 110 the method of finding the bevelsis shown. A line is drawn from w to c, squareto the pitch of the tangents, and turned overto the ground line at h, which point is con-nected to a as shown. The bevel is at show that equal tangents have equalbevels, the line m is drawn, having the sameinclination as the bottom tangent c, but in another direction. Placethe dividers on o, and turn to touch the lines d and m, as shown bythe semicir

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Keywords: ., bo, bookcentury1900, booksubjectarchitecture, booksubjectbuilding