ort and export from the images below and also from the HELP file of DB in attachments (Page 71: Importing Geometric Data; Page 78-80: Import 3 - D CAD Data). In their HELP file, they mention about "import geometric data".
However, regarding the input of schedules, loads, constructions and etc., DB normally uses "Component " and "Template" (Page 29: Templates And Components; Page 591: Templates; Page 533: Components). "Templates" are databases of typical generic data, including Activity templates, Construction templates, Glazing templates, Facade templates, HVAC templates, Location Templates, and etc. "Component " are databases of individual data items (e.g. a construction type, material, window pane).
Both "Component " and "Template" are allowed to be imported and exported by using "Import / Export library data" command (.ddf format - DB Database File; Page 734: Import Components/Templates, Export Components/Templates). DB also allows us to build up our own libraries of templates and components (Page 731: Library Management; Page 733: Template Library Management).
In order to import both geometric information and other information related to schedules, loads, constructions and etc. from GH to BD, we supposed the following two ways:
1. GH(HB+GB) --> gbXML (both geometric and "Component " and "Template" information) --> DB
This is the way we most prefer. We did see information related to schedules, loads, constructions encoded in the gbXML file generated by GB, but still do not know the reason why DB did not take this information (I also mentioned this in Q6 within the gh file). We assume this might because the gbXML file we create encodes the schedules based on a different template / schema than the one DB expects. We also post this question to the DB forum for help.
(http://www.designbuilder.co.uk/component/option,com_forum/Itemid,25/page,viewtopic/p,13755/#13755)
2. GH(HB+GB) --> gbXML (geometric information only) + .ddf ("Component " and "Template" information only) --> DB
If the first way doesn't work and DB only takes geometric information from the gbXML, then we might think of the other way - generating the .ddf files from GH(HB+GB) to pass the schedule, load and construction information to DB.
I was wondering if it is feasible for HB and GB to have this function? And what is your suggestion to achieve this?
In addition, we notice that DB can export XML files (not gbXML), so we are trying to figure out if DB also accepts / reads the XML file. If so, we might be able to convert the gbXML (with both geometric and schedule information) to XML. What do you think about that?
Thank you again for all your help!
Best,
Ding
DB import
DB export
Template libraries
Component libraries
…
n make it possible to Motivation generate
a variety of interesting objects, from abstract fractals to plant-like
branching structures, their modeling power is quite limited. A major
problem can be traced to the reduction of all lines to integer multiples
of the unit segment. As a result, even such a simple figure as an
isosceles right-angled triangle cannot be traced exactly, since the ratio
of its hypotenuse length to the length of a side is expressed by the irrational
number √2. Rational approximation of line length provides only
a limited solution, because the unit step must be the smallest common
1
1
√2
denominator of all line lengths in the modeled structure. Consequently,
the representation of a simple plant module, such as an internode, may
require a large number of symbols. The same argument applies to angles.
Problems become even more pronounced while simulating changes
to the modeled structure over time, since some growth functions cannot
be expressed conveniently using L-systems. Generally, it is difficult
1.10. Parametric L-systems 41
to capture continuous phenomena, since the obvious technique of discretizing
continuous values may require a large number of quantization
levels, yielding L-systems with hundreds of symbols and productions.
Consequently, model specification becomes difficult, and the mathematical
beauty of L-systems is lost.
In order to solve similar problems, Lindenmayer proposed that numerical
parameters be associated with L-system symbols [83]. He illustrated
this idea by referring to the continuous development of branching
structures and diffusion of chemical compounds in a nonbranching filament
of Anabaena catenula.
The following is an example of its application:
starting string: A
p1: A F(1)[+A][-A]
P2: F(s) F(s*R)
which I think is basically trying to say
F(s) = move forwar a step of length s > 0.
Thanks again,
Mateo…
understanding of the graphical algorithm editor, and then dive into more complex parametric models. We’ll also learn tricks to keep our project responsive and enjoyable to use.
Course outline
inspired in the first, visual programming part of the Grasshopper primer
(http://www.grasshopper3d.com/page/tutorials-1)
Duration: 3 days (24 hours).
Including
An understanding of the Grasshopper interface and the visual programming theory
Base parameters, large numbers of points and vectors, and small geometrical instances
Data flow
Troubleshooting definition problems and solutions
Know the main component types
Be able to join, and manage connections and trees
Expressions for both calculation and boolean creation
Understand Data Matching and casting
Managing long lists of objects within Grasshopper
Have an understanding of the functioning of Grasshopper components
Experience creating definitions
Parametric geometry examples, like attractors and list culling
Re-utilizable modeling examples: colored panelization, surface population, gradient and picture sampling and manipulation, catenary line and weaving
Spline animation examples
Getting ready to prepare own definitions in groups
More information...
…
dive into more complex parametric models. We’ll also learn tricks to keep our project responsive and enjoyable to use. Course outline
covering similar content as the first part of the primer (http://www.grasshopper3d.com/page/tutorials-1)
novel material
duration: 3 days (24 hours)
Including
An understanding of the Grasshopper interface and the visual programming theory
Base parameters, large numbers of points and vectors, and small geometrical instances
Data flow
Troubleshooting definition problems and solutions
Know the main component types
Be able to join, and manage connections and trees
Expressions for both calculation and boolean creation
Understand Data Matching and casting
Managing long lists of objects within Grasshopper
Have an understanding of the functioning of Grasshopper components
Experience creating definitions
Parametric geometry examples, like attractors and list culling
Re-utilizable modeling examples: colored panelization, surface population, gradient and picture sampling and manipulation, catenary line and weaving
Spline animation examples
Getting ready to prepare own definitions in groups
More information...
…
here are my questions.
1. The difference in general attractor transition is that, i only want the points are moving toward x axis, so if i just have ONE curve to distinguish, which is'nt the problem to find points location are in the right of left side of curve, but if i have TWO or THREE curves need to be distinguished, that is totally confused to me!
2. The points near curve which moved too big, how can i make it more equal?
3. I hope all the points can stay in the square boundary.
If anyone can give me some hint, i would be very appreciate with that.
thanks a lot!!
Shaun
…
ss lots of questions,Hope guys show me some more different ways to figure out thoes kinds of problems,Thanks.
That is a construction project,the balconies should be overhang between 1 to 3 meters.
Program A is a patten consist of increasing balconies as the floors get upper.(In the picture is 29 at the first floor and ended with 2 more balconies for each floor, )Each part for a different floor,the twelfth floor have 29+(12-1)*2=51 balconies.
Questions From A,
A1:How to use the {(series)} to creat this atrium,As the floors increase the number of the balconies change by arithmetic progression.
A2:How to control the angle of the balconies,both the angle with floor and the balconies ending part.
Program B is use line to shape the commercial atrium,program A is more small pieces of rectangles.The {(TweenCrv)} command.
Questions From B,
B1:How to draw random points between the 1 to 3 meters region of the balcony,And those point form a shape also belongs to that region.
B2:Use a curve or other ways to control the changing speed of each floors' balcony.Right now the balcony is a Linear change.
Thanks for your Help.
Q1:Is there a way in Grasshopper to control the model to Modulus,less different unit parts to build such a Atrium.(For Exanple,only use 900mm and 600mm two different width of the Glass railings to bulid the model A OR B)…
t BBox will then be mapped relative to the UVW space of that box to the new target boxes.
Where your definition is slipping up is the data matching aspect of GH. You have two lists (that count). One list contains 100 items of target boxes and the other contains 2 items of geometry. GH defaults to the Longest List data matching
List A --> List B
Target Box A0 --> Cuboid
Target Box A1 --> Cylinder
Target Box A2 --> (Oops List B has run out of items. Now GH will repeat the last item = Cylinder)
Target Box A3 --> Cylinder
.....
Target Box J9 --> Cylinder
Solution
There are two approaches to rectify this the most logical would be to group the geometries into one object (What you had in mind with the bounding box) to do this use the Group Component on the Transform Tab > Utility Panel.
The other approach is far more common in GH mentality. Use the Graft, right click the G input of Morph and select Graft from the Context Menu. This places all of the items in the List on to separate branches. Creating a list of lists (although these new list only have one item). When GH now tries to data match them it will apply the whole of the first geometry list (Only the Cuboid) to all of the target boxes and all of the second list (Cylinder) to the target boxes again.
I hope this helps…
p, open to designers worldwide, will explore the parametric mix of new raw materials and the re-use of elements from Carnival floats and costumes, transforming them using generative design processes and new digitally fabricated joint components, to create interventions for micro-venues and urban furniture in the Porto do Rio region.
Taught by AA Staff, recent AA graduates, and computation and fabrication professionals, the studio-based workshop will include extensive instruction in Rhino Grasshopper (including GECO, and Galapagos, to integrate environmental optimization, simulation and parametric control) and digital fabrication processes using laser cutter, CNC-milling and rapid-prototyping machines, sponsored by DS4 and SEACAM, all of which will be used to produce one-to-one design prototypes.
MORE INFORMATION AND APPLICATION: http://rio.aaschool.ac.uk/andhttp://www.aaschool.ac.uk/STUDY/VISITING/rio.php…
milar once its default data managment techniques are exceeded thus forcing a new address index to be inserted. Its all just so unnecessarily particular and finickity.
If addresses are added when forced to, why not just have that as the default behaviour in the first place? Its not so much 'one size fits all' as postulated previously, but more one size fits 80% of cases and in the remaining 20% of cases you're going to be a slave to your definition as constant manual management will be required just to control the thing.
My final point:
circle with points should have a list address of {0}
multiple circles with points should have list address of {0;0}
multiple circles in multiple locations with points should have list address of {0;0;0} etc
I really dont see how that is any less consistent for highly complex data strucutres. To any rational individual this is predicable and follows a logic. What advantage is there in fixing the address at {0;0} yet still allow for new address sequences to be added firther down stream? Logic is the key thing to keep in mind here, not peculiar nuances only the initiated can ever be aware of.…
cle
the 'Shape' is copied to all points
shapes are rotated randomly, plus or minus 'Angle' maximum
'Shape In Brep (ShapeIn)' is used to cull shapes that aren't within the circle
'Fast Loop' begins using 'MCX' (Multiple Curves Intersection)
first shape is added to 'D1' output and shapes intersecting it are culled
results minus first shape are passed to 'D0' of 'FastLoopEnd'
loop repeats until 'D0' list is empty
'D1' results are scaled down slightly (0.75) to leave more space around them
'Explode' results and return only the curved part, ignoring the base line that closes the shape
…
Added by Joseph Oster at 11:01pm on March 17, 2017