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Showing posts from April, 2018

PATTERNS: RHINO GRASSHOPPER TUTORIAL - POROUS SHELL

SERIES: FROM NATURE PATTERN: 01 an inspired version from  Generative Algorithms: Porous Shell by Zubin M Khabazi (2011) The Final Grasshopper definition is given below. This is the final  grasshopper  structure: check the link for full resolution:  https://www.slideshare.net/VijeshKumarV1/generative-algorithm-porous-shell                                                                              Have a great day!

ABOUT FLEXIBLE HOUSING

Flexible buildings or spaces might be an idea that might change the livelihoods and structure of cities. Space is associated with time. Relative to the time space changes or relative to the space there is utilization duration (time). Considering this behavior there is a reliable scope to save space. Let the space change relative to the time we use it, so the largest limited resource will not go waste. Here we are going to discuss about flexible housing as a housing solution. There are key questions that can be asked, one: how many of us felt the house was shrinking or expands its uses while we grow up? Means for a married couple the house might be adequate. But while a kid comes they need to create new spaces or after their marriage the demand of spaces will be more, or when they leave the demand will be low; second, do you think that we use any space whole time? The answers are leading us to see the space as a commodity. Sell the room, ahh. The solution is too simple that it must

PATTERNS: RHINO GRASSHOPPER TUTORIAL - FROM BOX

SERIES: FROM BOX PATTERN: 01 an inspired version from woo jae sung, ws92@cornell.edu, www.woojsung.com  It is a nice flowy structure, of course not a box. Really? This is the simplest concept sketch of the form. Finding the mid points followed by creating interpolate curves and then loft surface. The details of development is given below: (1) Draw three control point curves     - Direction along Y-axis (2) Copy three curves in Z direction (3) Prepare Bottom and Top curves  - 1,2 & 3 to Bottom Curve  - 4,5,& 6 to Top Curve (4) Loft Surface   - using default options (5)  Select the opposite edge curves   - select the edges   - select one of the opposite curves   - orient the curves in same direction (6) Create Geodesic Curves   - Divide the curves  - Create Geodesic Curves using loft surface (7) Divide the Geodesic Curves (8) Moving the points in x direction