Lectures on Architecture: Consisting of Rules Founded Upon Harmonick and Arithmetical Proportions in BuildingJ. Brindley, 1734 - 134 頁 |
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第 1 到 5 筆結果,共 30 筆
第 7 頁
... increa- fing Families fet them to the Exercise of their Reasonable Faculties ; for the At- tainment of Knowlege and Support , their Ideas must be confequently vari- ous , ous , and lead them to various ways of Thinking ARCHITECTURE . 7.
... increa- fing Families fet them to the Exercise of their Reasonable Faculties ; for the At- tainment of Knowlege and Support , their Ideas must be confequently vari- ous , ous , and lead them to various ways of Thinking ARCHITECTURE . 7.
第 14 頁
... Ideas are nearly alike , are Byafs'd by fome hidden Secret in Nature to affociatę with each other . A philofophick Mind would be illy entertain'd with a Defcrip- tion of a Bear - baiting ; and a Porter , or a Carman , would be little ...
... Ideas are nearly alike , are Byafs'd by fome hidden Secret in Nature to affociatę with each other . A philofophick Mind would be illy entertain'd with a Defcrip- tion of a Bear - baiting ; and a Porter , or a Carman , would be little ...
第 15 頁
... Ideas , because no Self- interested Views , I think , can arife from our prefent Affociation ; unless it be the one common Concern , the Improve- ment of each other in ufeful Know- ledge . The Bafis of it is on a firm Foundation , a ...
... Ideas , because no Self- interested Views , I think , can arife from our prefent Affociation ; unless it be the one common Concern , the Improve- ment of each other in ufeful Know- ledge . The Bafis of it is on a firm Foundation , a ...
第 18 頁
... Ideas , fuch which Nature has implanted in us . Though fome difpute , at the Conception of fome new Idea , whether that Idea be not eter- nally in the Mind , though our Faculty of diftinguishing it has been dormant . But as this ...
... Ideas , fuch which Nature has implanted in us . Though fome difpute , at the Conception of fome new Idea , whether that Idea be not eter- nally in the Mind , though our Faculty of diftinguishing it has been dormant . But as this ...
第 19 頁
... Ideas which Nature originally ftamps on the Mind cannot be worn out . Poverty , Obfcu- rity , want of Education , want of Oppor- tunities of Improvement by Inftruction , Books , Societies , & c . I fay , in fpite of all these ...
... Ideas which Nature originally ftamps on the Mind cannot be worn out . Poverty , Obfcu- rity , want of Education , want of Oppor- tunities of Improvement by Inftruction , Books , Societies , & c . I fay , in fpite of all these ...
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常見字詞
agreeable Antients Architect Architecture Attick Story Beauty becauſe Breadth Building Columns confider'd confift Convenience Corinthian Order Cornice Cube and half Decoration Defcription Defign Depth Diameters diftant Diſtance Dorick Double Cube Drefs Dreſs eafy Entablature erected external Fabrick faid fame feet felf ferve feven fhall fhew fhould fince firft firſt fome foon Foot form'd Front ftill fuch fuppofe fupport Genius GENTLEMEN Gothick Harmonick Height Houfe Houſe Inigo Jones Intercolumniation Ionick Order juft LECTURE lefs Length likewife Magnitude ment moft Morris inv moſt muft muſt Nature neceffary Neceffity noble Numbers obferv'd obferve Ornaments Paffage Palladio perform'd plac'd pleafing pleaſe Pleaſure pofe Portico preferve principal Floor Profile Profpect proper propofe Proportion proportion'd propos'd publick Purpoſes Reaſon render requir'd require Robertus Morris Room mark'd Room marked Rules Scene Situation Society Square Stair-cafes thefe themſelves theſe thofe thoſe tion ture Unifon univerfal uſeful Venetian Window whofe Windows
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第 21 頁 - The bookful blockhead, ignorantly read, With loads of learned lumber in his head, With his own tongue still edifies his ears, And always list'ning to himself appears.
第 81 頁 - I would call Proportion. The joint Union and Concordance of the Parts, in an exact Symmetry, forms the whole a compleat Harmony, which admits of no Medium.
第 94 頁 - Double Cube — the Duplicates of 3, 2 and i — of 4, 3, and 2 — of 5, 4, and 3 — and of 6, 4, and 3, produce all the Harmonick Proportions of Rooms.82 We know that Pope was familiar with this kind of doctrine in its cosmological form.
第 67 頁 - I think, our modern Way of planning Gardens is far preferable to what was us'd 20 Years ago, where, in large Parterres, you might see Men, Birds, and Dogs, cut in Trees...
第 21 頁 - One fcience only will one genius fit; So vaft is art, fo narrow human wit: Not only bounded to peculiar arts, But oft' in thofe confin'd to fingle parts.
第 169 頁 - In detail he describes a summer-house congenial to meditation where "in the cooler hours of reflection a man might retire to contemplate the important themes of human life"; with unnecessary generosity he gives us platitudinous examples of the "noble and felicitous ideas" which might occupy the mind of an architect, a geographer, or an astronomer under such circumstances.
第 94 頁 - We know that Pope was familiar with this kind of doctrine in its cosmological form. It was in fact a commonplace of the age : From Harmony, from heav'nly Harmony This universal Frame began : From Harmony to Harmony Thro...
第 107 頁 - ... the square root of which sum is 62 feet. If the height of the storey is 12 feet, as before mentioned, divide that 62 feet into three windows ; each window will contain 20 feet 8 inches of superficial light, and those will be found to be 3 feet 2J inches broad, and 6 feet 5 inches high, which are windows of two diameters.
第 97 頁 - To find the height of the opening of the chimney from any given magnitude of a room, add the length and height of the room together, and extract the square root of that sum, and half that root will be the height of the chimney.
第 138 頁 - Out-line is to be first form'd ... it is from thence the internal parts, as well as the ornamenting and disposing the proper Voids, and Decoration of the Front, are to be regulated.