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Home > Art, Film & Photography > Stereotomy; Problems in Stone Cutting. in Four Classes. I. Plane-Sided Structures. II. Structures Containing Developable Surfaces. III. Structrues Containing Warped Surfaces. IV. Structures Containing Double-Curved Surfaces. for Students in Enginee
Stereotomy; Problems in Stone Cutting. in Four Classes. I. Plane-Sided Structures. II. Structures Containing Developable Surfaces. III. Structrues Containing Warped Surfaces. IV. Structures Containing Double-Curved Surfaces. for Students in Enginee

Stereotomy; Problems in Stone Cutting. in Four Classes. I. Plane-Sided Structures. II. Structures Containing Developable Surfaces. III. Structrues Containing Warped Surfaces. IV. Structures Containing Double-Curved Surfaces. for Students in Enginee


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This historic book may have numerous typos, missing text, images, or index. Purchasers can download a free scanned copy of the original book (without typos) from the publisher. 1875. Not illustrated. Excerpt: ... 3' 12', and so on outward without limit, thus described, will constitute the surface called a right helicoid. The portion within the cylinder of radius o0, is shown by the shaded area of Fig. 50. 80. The surface just defined is called a helicoid, because its generatrix, the line, o0 -- 0', moves upon a given helix, aa 0', 1', 2', 3' 12', as a directrix; and a right helicoid because this generatrix is perpendicular to the axis o -- 0'12'. The surface is the same as that of the screw surfaces of a square threaded screw, or of the plastering on the underside of circular stairs. The right helicoid is evidently normal to the convex surface of the right cylinder having the same axis, since all its elements are perpendicular to the axis of that cylinder. Thus we see that the joint surfaces of the voussoirs (18) normal to the cylindrical intrados of the oblique arch are right helicoids. Problem XIII. D A segmental oblique arch, on the helicoidal system. I. 81. The Projections. Primary outlines. -- Let ABCD, PI. VII., Fig. 49, be the plan of the intrados of a segmental (27) arch having a square span, AG, of 13 ft.; an angle of skew, CAB, of 54; and a perpendicular length, yyu of 14 feet, between the vertical planes, AB and CD, of the faces. Let EF -- O" be the projections of the axis of the arch, taken perpendicular to the plane, and let the arc A'E'B' of 120, centred at O," indicate the extent of the segment of the cylinder of revolution, which forms the intrados. Then AB DEGREESC is evidently (see PI. III., Fig. 28, etc., Jthe development of the intrados; where CCi = 15'.708 = the length of the right section Gc3 -- A'E'B'; and the curves ABi and CDi are the developments of the face lines, AB -- A'E'B', and CD -- A'E'B'; as will be presently explained more ...


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Product Details
  • ISBN-13: 9781151327857
  • Publisher: General Books
  • Publisher Imprint: General Books
  • Height: 246 mm
  • No of Pages: 46
  • Spine Width: 3 mm
  • Width: 189 mm
  • ISBN-10: 1151327859
  • Publisher Date: 01 Jan 2012
  • Binding: Paperback
  • Language: English
  • Returnable: N
  • Weight: 100 gr


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Stereotomy; Problems in Stone Cutting. in Four Classes. I. Plane-Sided Structures. II. Structures Containing Developable Surfaces. III. Structrues Containing Warped Surfaces. IV. Structures Containing Double-Curved Surfaces. for Students in Enginee
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Stereotomy; Problems in Stone Cutting. in Four Classes. I. Plane-Sided Structures. II. Structures Containing Developable Surfaces. III. Structrues Containing Warped Surfaces. IV. Structures Containing Double-Curved Surfaces. for Students in Enginee
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Stereotomy; Problems in Stone Cutting. in Four Classes. I. Plane-Sided Structures. II. Structures Containing Developable Surfaces. III. Structrues Containing Warped Surfaces. IV. Structures Containing Double-Curved Surfaces. for Students in Enginee

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