se the final panels that you want to rotate, or is this file just an example? Do you also have panels in other facades (in other planes)? Is the positioning of the panels random? Is it completely random, or are there some rules? Are the dimensions of the panels fixed or can they change, and how?
2. If I understand correctly, you want to have 2 different rotations, right?
2a. The first rotation is around the edge of the panel that lies on the facade and you want it to be between 0 and 90 degrees, right? How is the angle for each panel defined? Based on the sun's beams direction and, if yes, how exactly?
2b. The second rotation is around the X axis, on the right point of each panel (which is fixed on the facade) and you want the angle of rotation to be specified based on an attractor point, right? Is there a minimum and maximum angle or do the panels always align with the attractor point?
For a better understanding of these questions, see the attached definition (open it together with your 3dm file). Here the first rotation is the same for all panels and is controlled by a slider (until you explain how you want to define the angles). The second rotation doesn't have any constrains, so the panels always "look" at the attractor. But, as you can expect, strange thing happen this way: Panels hit into each other, rotate until their solar side is looking downwards, etc.
Still, I believe, if you answer the above questions we will get somewhere.
Cheers,
Nikos…
Added by nikos tzar at 5:42am on September 24, 2015
s. Now ... I want from you to do the proper combo of columns for the job: I want a dynamic solution worth the name not some stupid columns going vertically. Use the tree regions in order to avoid distorting the glass modular floor. Say like this:
The truss must engulf the trees. Killing a tree is a crime (even touching it should be a crime). How to do it? Same for the rotating fins. Assembling the truss must take provision of the branches (if they are fragile).
Plaza must being divided as follows: a perimeter ring (critical) separates the glass floor panels from the ugly buildings AND the tree regions. Fine grey pebbles are OK for that. Then the panels deploy in the remaining region. Panels must be all the same: 90*90cm. Solve this "arrangement" with GH. Measure the drainage slopes and calculate the Buzon pedestals with GH (how far we need to adjust them: critical for ordering).
Cover the existing pavement with a 5cm thick layer of black pebbles (bonus: hide the cables for the led arrays and the rings [no WiFi required]). Create variations of these arrays in GH.
Create something for servicing the whole thing.
Greenhouse effect can raise the temperature below the glass flooring (BTW: panels are at 1-2 cm distance [Buson spacers] each other [rain + escaping gases]).
…
ese seem to have one issue which I need to be addressed for my application.
The grids which are produced using the methods on here follow the surface and tend to be equally spaced in two dimensions. What I need is to create a grid which keeps the distance between the path lines equal whether the angle between the lines is 90 of 45 degrees. At the moment the grids act a bit like contours on an OS map but they bunch up in the lower parts of the curves and spread out in higher parts.
Below is a picture of what I produce via grasshopper so far but using a grid formula from elsewhere on the forums along with Rhino to connect up the paths. In this example they seem equally spaced but they differ by anywhere between 0.755mm and 0.785mm which if scaled up would be a problem.
Any Ideas how to help me split the surface up equally in all dimensions, meaning that if I were to sweep the tool path with a circle radius of half the distance between the lines/rails, there would be no gap between the beads/filaments?
I appreciate any help or advice hugely.
Philip
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st between those two applications. But as soon as every frame is re-calculated I noticed that intersection function is very slow. It is actually so slow, that maximum number of polygons to play with is only 10 or less.
Could you help me to find a faster solution for my script?
calculation of intersection lines;
//////////////////////////////////////////////////////////////////////////////////////////
import ghpythonlib.components as ghcompimport rhinoscriptsyntax as rsdef ctr(crv): pts = ghcomp.Explode(crv)[1] pts = ghcomp.CullDuplicates(pts,0.001)[0] return ghcomp.Average(pts)pts = []lines = []ctr_c1 = ctr(C1)for crv in C2: if ctr(crv) != ctr_c1: int = ghcomp.CurveXCurve(C1, crv)[0] if int: [pts.append(x) for x in int] lines.append(rs.AddLine(int[0],int[1]))
/////////////////////////////////////////////////////////////////////////////////////////////
The overall description of the script:
a)Processing+ghowl is used for moving objects and physics
b)python script (slowest part) calculates intersection lines
c)intersected parts of polygons are rotated in 90 degrees.
I have attached grasshopper and processing files. (processing is not necessary to test the script)
Thank you in advance,
Pereas.
…
width of the other letter
find the intersecting shape with Solid Intersection
re-orient final shape
This process sometimes breaks when a letter has one or more "holes" in it (eg: B, O, R). When this happens, the Solid Intersection component experiences an error and says "Boolean intersection set is empty". I don't know what that means.
I have tried the quick-fixes of flattening and grafting to no avail.
Could somebody shed some light on this issue?
I have internalized the letters into the attached GH def, but am also attaching the illustrator file that I'm using.…
e any affect, but that's way too slow if 90% of the GH program is initialization and creation of source geometry to then simply alter a bit or array here and there. When I use Python directly to change output values that I plug into former slider inputs, again no new solution is triggered at all so I'd have to recalculate the entire Grasshopper program which is simply not how Grasshopper normally works. How do I actually emulate a human changing a slider value one slider at a time in a way that makes Grasshopper behave normally so that only downstream flow is affected in an efficient way?
An related example would be if you have several separate programs in a Grasshopper page and you wanted to only change one of them without triggering full recalculation of them all.
At this point it's almost like a Windows mouse scripting utility is needed but if I need to do combinatorial combinations of all possible slider values, that seems quite thorny too unless I set up a pre-arranged array of values that could then simply be incremented "manually" followed by a right click to bake and then typing commands into Rhino to save to a file. UGH. That would be quite difficult to pull off since I need to control file names, but it's what I seem to need.
I'm using Python since it avoids thorny Grasshopper schemes and it allows me to access Rhino to save baked objects files.…
ving a copy of the surface in the original position. Second, and more frustrating, not all of the surfaces orient properly. A few lay flat but then rotate 90 degrees horizontally.
Any help or insights would be greatly appreciated!
Images and files are below.
grasshopper screenshot 1gh%20problem%20part%201.png
grasshopper screenshot 2gh%20problem%20part%202.png
grasshopper file slat%20wall%20C2.gh…
Refinement component at first, possibly using MeshMachine instead which is slow but actually gives many fewer triangles and adaptive meshing for tight curves too. Neither are easy to adjust on a deadline!
Then you have to sneak up on workable settings, using only a few lines, or Grasshopper will freeze perhaps indefinitely for 200 lines with extreme settings, especially the CS (Cube Size) setting that can blow up into a huge number if your scale is big.
Cocoon gives lots of nearly flat split quad faces so I quadrangulated those for fun:
Or MeshMachine can refine the mesh to make it efficient:
Whereas the Cocoon Refine component will merely return an equally fine mesh with more equilateral triangles but no serious remeshing to rid so many tiny triangles where they are not needed? Actually, it does seem to remesh also:
David said he used some of Daniel's MeshMachine code in there.…
ey provide all the means to what I try to achieve.
What I need is to get a fast (as possible) evaluation of passive heat/solar gain from a certain facade. I know my building can cool to a certain degree (lets say 80 W/m2 - now lets forget other internal gains) and I want to be sure my facade is not letting excessive amounts of heat into the room/building. Normally I would make a full blown simulation to count my overheating hours and thereby evaluate my facade. To speed up the process, the idea is just to evaluate overheating hours in a faster way. So what I am thinking is that excessive amounts may estimated by counting high intensity irradiation patches in a critical sky-component or whatever such thing would be called that surpasses my sensible cooling load. My hope is that any facade visible to the sky-patches would very similar to the number of overheating hours if properly calibrated to a simulated model. However I have no idea right now, if this can be done.
Why do this? Speed, convenience, whole building thermal analyses.
@Chris and @Abraham The critical sky-component is made with LBs radiance component radiation and filtering the beam-components with highest effects from a yearly epw-file.
@Chris Conductive heat gains are also important especially if the facade is badly insulated, so the next step is to filter the outdoor temperature parallel with that critical sky-component and then do a static heat transfer analysis and combine that with the effect from direct sun influence. Again, no idea if it works.
Hope it makes sense. I a little embarrassed I drew you into this little experiment. This was not at all the point of the discussion. But now we are into it I like to know what you think. If it works its kinda neat, at least i think it is.
/K…
on 2: I think the reason to draw a fitness landscape is to highlight graphically the presence of local minima, even in a simple optimisation problem. In architectural terms, this means getting an idea of how many sub-optimal solutions there are in a problem, which helps while exploring conceptual design proposals.
Have a look at this very basic example (which I published with two colleagues on "Shell Structures for Architecture", chapter 18): a shell footbridge (24m x 4m footprint), which is generated by two parabolic section curves (the two apex heights are the two design variables). The maximum displacement of the structure under gravity load and self-weight is the objective function. Simple example, but several local minima and interesting shell forms (image below).
@AB,
The expression used by David in the Number of Samples Input is a simple “x+1”. By grafting the Divide Curve Output, he got 81*81 lenghts (6,561 values). You have to make sure that number is divisible by the no. of samples. The second expression used for the Length output is only a scaling factor (my guess), to control the height of the fitness landscape drawing.
Cheers…