An Encyclopædia of Architecture: Historical, Theoretical, and PracticalLongman, Brown, Green, and Longmans, 1842 - 1089 Seiten |
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Seite 32
... right line and square . " Les Egyptiens , " observes M. Caylus " ne nous ont laissé aucun monu- ment public dont l ... proper for building . There are some forests of palm trees on the Lybian side , near Dendera ( Tentyris ) ; but the ...
... right line and square . " Les Egyptiens , " observes M. Caylus " ne nous ont laissé aucun monu- ment public dont l ... proper for building . There are some forests of palm trees on the Lybian side , near Dendera ( Tentyris ) ; but the ...
Seite 93
... line of an aqueduct , according to Montfauçon , at certain intervals , re ... right here to present the reader with one of the Roman Theatre fig . 126 ... line drawn parallel to it through the centre will separate the pulpitum of the ...
... line of an aqueduct , according to Montfauçon , at certain intervals , re ... right here to present the reader with one of the Roman Theatre fig . 126 ... line drawn parallel to it through the centre will separate the pulpitum of the ...
Seite 306
... line is that which has length , but neither breadth nor thickness . A leaf of paper , idea of a surface . As in the ... right lines AC , AD , AF , & c . drawn from the centre to the circumference , are called radii . A diameter is a right ...
... line is that which has length , but neither breadth nor thickness . A leaf of paper , idea of a surface . As in the ... right lines AC , AD , AF , & c . drawn from the centre to the circumference , are called radii . A diameter is a right ...
Seite 307
... line is perpendicular to another when the two angles it makes with that ... right lines , called sides ( fig . 229. ) . An equilateral triangle ( I ) is ... right lines , which are called its sides . A B D Fig . 227 . A cecec c c c c B ...
... line is perpendicular to another when the two angles it makes with that ... right lines , called sides ( fig . 229. ) . An equilateral triangle ( I ) is ... right lines , which are called its sides . A B D Fig . 227 . A cecec c c c c B ...
Seite 308
... right lines CA , CB . Then ACB is an equilateral triangle . For the line AC is equal to the line AB , because these two lines are radii of the same circle BCD ; and the line BC is D C Fig . 235 . equal to the line AB , because these two ...
... right lines CA , CB . Then ACB is an equilateral triangle . For the line AC is equal to the line AB , because these two lines are radii of the same circle BCD ; and the line BC is D C Fig . 235 . equal to the line AB , because these two ...
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1-inch deal 15th century arch architect architecture architrave axis balusters base bead butt bead flush breadth bricks building called cathedral centre of gravity century church circle circular circumference colour columns construction Corinthian order cube cubic foot curve cutting described diameter divided divisor Doric order draw edge edifices ellipsis entablature equal equation erected example extrados feet foot fraction half height Hence horizontal inches intercolumniations iron joints length lime limestone moulded multiplied nave oolite ornaments ovolo palace panels parallel parallelogram perpendicular piece piers placed plane portico Prop proportion pyramid quantity radius rectangle right angles right line Roman Roman architecture roof sandstone scantlings side sofite solid square root stone style subtract supposed surface tangent temple thickness timber tower transepts triangle vault vertical Vitruvius voussoirs wainscot walls whence whereof width