Architecture and Geometry in the Age of the Baroque

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ARCHITEC TURE & GEOMETRY in the Age of Baroque George L. Hersey J. Diego Quezada M. Adán Daza Alvear. Abdel Xochipiltecatl. domingo 10 de febrero de 2013

description

a little work of the school

Transcript of Architecture and Geometry in the Age of the Baroque

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ARCHITECTURE & GEOMETRY in the Age of BaroqueGeorge L. Hersey

J. Diego Quezada M.Adán Daza Alvear.Abdel Xochipiltecatl.

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LIFEBorn in august/30th/1927 in Cambridge, Massachusetts. Died in october/23th/2007. American art-historian. He studied American Art / History of Architecture and Culture. International expert know by his work with architecture & sculpture in the italian renaissance. Also bye his stydies of

the Europian Art in the XIX century. Professor at the YALE university.

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• NOBLER SHAPES

• RATIONAL NUMBERS are those that can be express as a fraction and get a finite number of decimals. Producing divine and exact proportion.

CONCEPT ONE.

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Nobler Shapes.domingo 10 de febrero de 2013

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• FROZEN MUSIC is predicated on the ways in which heaven-derived musical sounds, and music itself, can be transleted into visual forms. The geometry can be read musically, making melodies.

CONCEPT TWO.

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intervals from the front elevation of Bernini’s Baldacchino

intervals from the side elevation of Bernini’s Baldacchino

the tune of Bernini’s Baldacchino

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CONCEPT THREE.• LIGHT OF UNSEEN WORLDS fastens on optics,

the science of light. Here again heaven, the main source of earthly ligth, is the key. Ligth-projection, conic sections, and projective geometry were studied as heavenly emanations

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directrix

focus

axis

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CONCEPT FOUR.• CUBICES RATIONES deals with de baroque

mystique of the cube. The cube was considered the parent—literally—of all other forms.

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CONCEPT FIVE.• THE GOLDEN SECTION SECUENCE which is the relationship of 1:1.618.

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SYM ETRY

CONCEPT SIX.

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• SYMETRY this changed the way baroque architects thougth about crucial procedures in their design tecniques, —among them mirror reflection, repetition, invertion, lattices, and rotation.

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• REFLECTIVE SYMETRY bilateral reflection. a central miror axis. left-hand and right-hand sides or hedrons.

ABCD ↔ DCBA

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• TRANSLATORY SYMETRY it doesn’t mirror itself as reflective symetry, instead; it repeat itself creating a patern.

ABCD ↔ ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCDABCD ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCD ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCD ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCD ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCD ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCD ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCD ABCDABCDABCDABCDABCDABCDABCDABCDABCDABCDCDABCDA

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A B C D

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• GLIDE SYMETRY this third type combines the last two types. Reflective S.

Traslatory S.

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• WALLPAPER SYMETRY is a variation of tiling. A repetition in all four cordenades.

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• SPIRAL SYMETRY or rotational, is not only os spirals and wheels but of circles, globes, and many regular polygons and polyhedrons.

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CONCEPT SEVEN.

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