Curvasearquitetura.wordpress.com Website Review


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Is curvasearquitetura.wordpress.com legit?
Website Value $115
Alexa Rank 2938830
Monthly Visits 1268
Daily Visits 43
Monthly Earnings $6.34
Daily Earnings $0.21
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Curvasearquitetura.wordpress.com Server Location

Country: United States
Metropolitan Area: San Francisco
Postal Reference Code: 94110
Latitude: 37.7506
Longitude: -122.4121




Summarized Content

This site is the result of a scientific initiation research initiated by a student of Architecture and Urbanism and continued (never completed) by a student of the Baccalaureate in Mathematics at Unicamp, the first with little more and the second with just less than half of the course completed. The work itself approximately respects the same proportion. Basically, the site is divided into two sections. In one is a list of buildings in which can be observed curves or surfaces of geometric expression known, generally those with which students' exact courses have contact in an*lytic geometry courses and vector calculus, or simply interesting from the physical, mathematical or architectural point of view, such as tensions, geodesic domes and the universe of possibilities opened by the various computational and executive tools for the execution of free forms. The other section holds mathematical and physical information of curves and surfaces, as well as motives and examples of their possible in architecture. Of course, the two sections are in addition, both the entries of the buildings as the geometric ones bind with appendices, that bring mathematical demonstrations, explanations of concepts and de*pening of architectural questions. For those interested in architecture, this work may provide an organized repertoire in order to highlight one aspect of the least remembered architectural form on sites and architecture books most consulted in the course, at least with whom I had contact in the early years, as well as offer some geometric reference in the myriad of formal possibilities opened by the computer, which is currently less dedication to clas*ical geometry, always present in the training of architects, in schools for mathematicians and interested, the site offers little in terms of mathematical depth, the statements require some knowledge


Curvasearquitetura Main Page Content

HTML Tag Content Informative?
Title: Curves, Surfaces and Architecture Could be improved
Description: This site is the result of a scientific initiation initiated by a student of Architecture and Urbanism and continued (never completed) by a student of the Baccalaureate in Mathematics at Unicamp, the first with little more and the second with just less than half of the completed course. The work
H1: Curves, Surfaces and Architecture Is it informative enough?
H2: Presentation Is it informative enough?
H3: Leave a Reply Cancel reply Is it informative enough?

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Internal Pages

/apendices/:
Title

Reviews for Curves, Surfaces and Architecture

Description

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/catenaria/:
Title

Appendices | Curves, Surfaces and Architecture

Description

Demonstrations Area of ​​Ellipse Area of ​​Regions under Linear Transformations Length of Catenary Arc Parametric Equation of Catenary Parameterization of Ellipse Pa trization of Parabolóide Hyperbolic Pending Current Problem Catenary Curvature Radius Glossary Meta- Other History of Conics

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H1

Curves, Surfaces and Architecture

H2

Appendices

H3

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/cicloide/:
Title

Catenary | Curves, Surfaces and Architecture

Description

Curve name: Catenary, Catenary (lt), Catenary (en), Chaînette (fr), Alisoid, Hyperbolic cosine Canonical equations [4]: ​​$ latex y = a.cosh frac {x } {a} $ (Cartesian equation) $ latex left { begin {matrix} x = a.ln t \ y = frac {a} {2} [t + Mathematical ( ytical) properties [4]: ​​- The length of the arc (2l), relative to the arrow (h) and the span (2d) follows following rule: $ latex senh frac {2hd} {l2 -h2} = frac {2hl} {l2 -h2} - ...

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H2

Catenary

/clotoide/:
Description

Not defined

H2

Cycloid

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