 | 1809 - 596 pages
...this theory is, /that if the height of the .wall incuinbtnt on.any point of the intrados. is directly as the cube of the secant. , of the curve's inclination to the fiorizon at that point, and inversely as : the rqdius- of curyatuK tkerc, all the voussoirs will endeavour... | |
 | Thomas Martin (civil engineer.) - 1813 - 714 pages
...this theory consists in making the height of the wall incumbent on any point of the intrados, directly as the cube of the secant of the curve's inclination to the horizon at that point, or inversely as the radius of curvature there. It must be added, that this theory expects... | |
 | Charles Frederick Partington - 1825 - 342 pages
...this theory consists in making the height of the wall incumbent on any point of the intrados, directly as the cube of the secant of the curve's inclination to the horizon at that pint, or inversely as the radius of curvature there. It must be added that this theory expects... | |
 | Joseph Gwilt - 1826 - 146 pages
...method of finding the extrados of an arch from a given intrados. From what has been observed at page 25, it may be inferred, that the strength of one part...also in the same proportion ; but, since if one part of an arch fails, the whole will fall to ruin, and as the crown is the weakest part in all arches,... | |
 | Thomas Curtis (of Grove house sch, Islington) - 440 pages
...this theory consists in making the height of the wall incumbent on any point of the intrados, directly as the cube of the secant of the curve's inclination to the horizon at that point, or inversely as the radius of curvature there. It must be added, that this theory expects... | |
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... the practical architect to adopt his visions, raised another system, which is said to secure a perfectly equilibrated structure, by making an equality at every point of the curve. The deduction from this theory consists in making the height of the... 