ions - essentially Shape Changing. Pufferfish mainly uses parameters and factors for inputs for more custom control over operations like tweens and grids as opposed to grasshoppers usual division count inputs. These components are accompanied by support components which are useful methods for tween / blend / morph / lattice operations such as making curves compatible, a custom curve graph mapper, and a multi-threaded morph to twisted box. In addition, there are extra components which simplify some common grasshopper operations such as testing for equality within a tolerance and rounding to nearest numbers. Please email me if you find any bugs. Works with Grasshopper for Rhino 5, Rhino 6, Rhino 7 WIP, and Rhino Mac.
Instagrams: @ekimroyrp & @designmorphine
Download:www.food4rhino.com/app/pufferfish…
Added by Michael Pryor at 2:23am on October 17, 2017
is available at https://bitbucket.org/sambernaerdt/rhinograsshoppercontroller, send me an email if you want to contribute...
Kind regards
Sam (sam@bernaerdt.be)
…
glass panel).
2. This actually means that the parts on duty they don't differ that much. Meaning that we can use an "average" size (and "local" topology) acting as the Jack for all trades.
3. Meaning that we can effectively solve the abstract topology with an abstract app the likes of GH and then place in properly defined coordinate systems all the real-life bits and nuts ... closely "emulating" a pro solution (that could "adjust" the parts as well).
4. This means that one particular C# needs more lines of code since as it is it defines cable axis on a per nod to node basis ... but in fact these are defined as the min segment between curves (circles to be exact).
5. Additionally the end part of each strut differs depending on how many pairs of stabilizing cables are used (either 2 or 1). Meaning some lines of code more for defining the proper coordinate systems for the instance definitions.
6. This is the reason that I've postponed mailing to you the 4 horsemen (because PRIOR finishing the whole you MUST define what parts to use: the classic bottom-top design approach).
But in order to receive the Salvation (aka: Apocalypse) you MUST answer correctly to a simple puzzle:
Provided that money is no object, pick your car:
1. Ferrari 245 (Less is more)
2. Lancia Stratos (Lethal).
3. Cobra 427 (Men only)
4. Ford GT40 (Mama mia)
5. Ariel Atom (Mental)
6. Aston Zagato GTB4 (Sweet Jesus)
7. Fulvia HF Fanalone (THE racer)
8. Lambo Miura (Enough said)
9. Lotus Elise (Just add lightness)
10. Alfa Romeo 8C Competizione (In red)…
er utilities for dealing with meshes , it also make ease of using voxels in Grasshopper .Yellow contains 40 components in four tabs : Deform , Refine , Utilities , Voxel . it has made easy to create various shapes by adding some deformer componenets that also work in all cordinates simultaneously. some of utility components are directly compiled rhinocommon methods in latest version of Rhino like: Mesh patch , Mesh fill holes so they only work in Rhino 6 . There's also been tried to enable most of subdivision schemes in Yellow like Kobbelt , Butterfly , Loop , ...
Yellow V1.0 makes use of the Plankton halfedge mesh library by Daniel Piker and Will Pearson, released under the terms of the LGPL license (https://github.com/meshmash/Plankton) .
Yellow has been tested in both Rhino 5 and 6 , but you may face minor bugs and you're so welcome to report them for correction. also any suggestion for making Yellow a better plugin is appreciated .
DOWNLOAD @ food4rhino…
Added by Amir Habibi at 2:19am on September 21, 2018
this, you'll have no horizontal force at the roller, but you will have it at the pinned support. If you wouldn't, then the structure will be displaced.
Usually, in 2 dimensional structures, if you want to know if an articulated structure is isostatic (as opposed to hyperstatic, which is what you have right now) is to use the following formula:
b+c-2·n=0;
b being the number of bars, c the number of constraints you have and n the number of nodes. In your case: b=19, c=3 (displacements constrained in X, Z at your pinned support and only constrained in Z at your roller support) and n=11, so: 19+3-2·11=0.
I recommend you to download the app SW Truss, as it's very useful to check your results instantly.…