right? When the dataTree is this simple its not really a problem, but when it grows and I want to be able to refer to a specific GH branch e.g. {11;320} and I need to read this specific branch in Python? How do I do this?
I know that there is the function tree.Path(x) this will give me the GH Path, but how do I figure out what x needs to be? I guess there must be a simple answer :).
Thanks Rasmus…
Added by Rasmus Holst at 1:24am on October 14, 2013
am-10:45am Lecture/Classwork
Break 10:45am-11:00am
11:00am-12:30pm Lecture/Classwork
12:30pm-1:00pm Questions (optional participation)
Details: An outline of the class material is available HERE.
The class will be conducted in English using the GoToTraining software.
You will need Rhino 4.0 for Windows or the Rhino 5.0 for Windows beta installed. You will also need the latest build of Grasshopper. You may use the Rhino 4.0 for Windows evaluation version, however you will be limited to 25 saves. Using the Rhino for OSX WIP is not acceptable for this class.
NOTE: Pacific Time Zone!
Cost: 150.00 US$…
fting all the layers up by the same value ( 0 becomes 1, 10 becomes 11, etc) will fix this.
- You are connecting the last curve parameter of the first step to the first curve parameter of the second step. Instead, bake the first curve parameter, then assign the baked curves to the second curve parameter. That way you can later directly manipulate the scaled curves.
- Finally, you never scaled the topo to the model size, 12" x 12", so you are asking the Curve Division component to divide each curve that is thousands of feet long by segments that are a fraction of a foot. It's doing it, but that task would take so long that it appears to be 'crashing' from your perspective.
I tested these fixes and it runs fine, although I have noticed that you scaled model is running beyond the domain for Z-values. I believe it's a weakness of the example definition. The definition I posted makes use of a Remap Numbers component instead of using division/ratios. This should fix that problem. Thanks for posting!…
he default for Rhino, degree=5 gives you smoother curves, but each control point matters less, degree=11 is the highest degree Rhino allows. Apart from 2, degrees tend to be odd rather than even, though Rhino supports both.
In addition to the degree and the control points, Nurbs curves have knots. A single knot is just a number, and the list of all knots is called the knot-vector of a curve. The number of knots depends on both the degree and the control-point count, and the spacing of the knots affects the shape of the curve a little bit. If there are <degree> knots with the same value, then the curve is somewhat discontinuous at that location which could manifest itself as a kink or as a clamped end-point. However it is not possible by just looking at the shape of a curve to say where stacked knots might be, but you can use the Rhino _List command to inspect all details of a Nurbs curve.…
main attention is set on easy to handle interface , which should be used at a early stage of conceptual design to respond to external and internal influences in a intelligent and sustainable way.
Participants will use the software Grasshopper as a parametric modeling plug-in for Rhino. The usage of this graphical algorithm editor tightly integrated with Rhino’s 3-D modeling tools open up the possibility to construct highly parametrical complex models. To generate this complexity we will use live linkages to several programs listed below:
• Autodesk Ecotect Analysis and Radiance via GECO
• Processing, Excel or Open Office via gHowl
• FEA software GSA via SSI
In this 3 intense days, the participants should learn the workflow of the plug-ins with the help of examples and get an overview of the different software’s, there possibilities for evaluating the performance of a design or the usage of additional tools to be not chained to a single system .
(e.g. parametrical accentuation, parametrical formation, parametrical reaction)
TIME AND LOCATION
27th – 29th September 2010Leopold-Franzens university innsbruck/austria
Technik Campus | ICT - building
Technikerstraße 21a
A - 6020 Innsbruck | Austria
47°15’50.71”N 11°20’43.45”E
detailed program as pdf-version
FOR WHOM
All levels are welcome (students & professionals)
The only requirement is knowledge of Rhino and Basic Grasshopper.
You will need a level which corresponds to the Grasshopper Primer course outline.
FEES
21 hours
professionals: 395€
students (bachelor/master): 250€.
REGISTRATION
please send a email to to.from.uto@gmail.com attached with following information :
Last Name
First Name
Date of Birth
Nationality
Email Address
Current Address
Profession or proof of student status
After submitting you will receive an email with a PayPal link to complete registration.…
eroberfläche des Grasshopper Programms
Funktionsprinzip eines grafischen Algorithmus-Editors (Datenfluss)
Unterscheidung von Parametern (Datentypen) und Komponenten (Datenverarbeitung)
Erzeugung, Bearbeitung und Analyse von Geometrie-Typen: Punkte, Vektoren, Linien, Kurven, Flächen (surfaces, brep) und Netze (meshes)
Strukturierung der Daten anhand von Listen und Bäumen
unterschiedliche Verknüpfungsmöglichkeiten von Parametern (data matching)
praxisnahe Grundlagen der Geometrie und Vektorrechnung für generatives Design
effizienter Aufbau von parametrischen Modellen anhand Übungsaufgaben
Auszug von Daten aus Modellen für die Fertigung; Daten aus Tabellen (Excel, CSV) importieren, exportieren
Einsatz von benutzerdefinierten Komponenten (custom components)
Vorkenntnisse: Rhinoceros3d Benutzeroberfläche der Software: Englisch Unterrichtssprache: Deutsch
Details und Anmeldung:
www.vhs-sha.de
click: SUCHE
Kurstitel: GRASSHOPPER
oder direkt:
http://www.vhs-sha.de/index.php?id=90&kathaupt=11&knr=3151053&kursname=Grasshopper+I
Trainer: Peter Mehrtens
Kursdauer: 3 Tage / 8 Stunden pro Tag
Freitag, 19.07.2013, 08:00-17:00 Uhr Samstag, 20.07.2013, 08:00-17:00 Uhr Sonntag, 21.07.2013, 08:00-17:00 Uhr Ort: Volkshochschule Schwäbisch Hall, im Haus der Bildung
Teilnahmegebühr: 349,00 € Teilnehmerzahl: 4-10 Personen
…
e técnicas avanzadas de modelación 3d y su fabricación digital (corte láser e impresión 3d). Se utilizara Rhinoceros y Grasshopper, no es necesario tener conocimiento previo de los programas, únicamente manipular algún programa CAD.
Fechas:
Miercoles 13: 18:30 a 22:30Jueves 14: 18:30 a 22:30Viernes 15: 18:30 a 22:30Sábado 16: 11:00 a 14:30 y de 15:30 a 21:00Domingo 15: 11:00 a 14:30 y de 15:30 a 21:00
Fecha límite de Pago: lunes 11 de Junio del 2012Estudiantes: $160.000Profesionales: $220.00
Descuento para integrantes de Makerspace del 40% (5 cupos únicamente)
Importante:
Todos los niveles de experiencia son bienvenidos el único requisito es tener un entendimiento básico de los programas CAD y una actitud positiva hacia el aprendizaje de dichas herramientas. Necesitas llevar una laptop, nosotros te instalamos los programas de prueba.
Si planeas venir de fuera de la ciudad avísanos y te pondremos en contacto con otras personas que también vayan a hacerlo para en caso de desearlo puedan compartir su lugar de estancia.
Al participar en el workshop obtienes el 50 % de descuento en la licencia educacional Rhinoceros por medio de Rhino Chile.
Proceso de Inscripción:
El participante deberá pagar la matrícula haciendo un depósito bancario a la cuenta que aparece a continuación.
Banco: Estado
Nombre: Luis de la Parra Galván
No. Cuenta: 00169946655
Para obtener los datos restantes para hacer una transferencia o depósito mandar un mail a info@chidostudio.com
El depósito mínimo para reservar la matrícula es del 50% el resto deberá ser cubierto el día del evento.
Una vez que el depósito se haya llevado a cabo el participante deberá enviar a este correo info@chidostudio.com los siguientes datos:
Nombre completo
Email
Teléfono
Institución educativa u Oficina
Archivo adjunto del recibo del depósito bancario
En cuanto recibamos la información immediatamente nos pondremos en contacto para especificar los pasos a seguir.
Contacto Santiago [Sede]
Luis de la Parra
Cel: 714-660-33
info@chidostudio.com
http://www.facebook.com/Chidostudio
Todos los mails se responden en un máximo de 24 horas.
Muchas gracias por tu interés saludos…
lane that looks like the outline of a gear wheel
2. Scale a bunch of copies of the curve to different sizes (I use 11 different sized curves.)
3. Move each curve vertically to a different Z-height
4. Rotate each curve to get the desired wavy/wiggly effect
5. Create a Loft surface using all the curves.
A critical step when creating the Loft is to add the curves in order - either top to bottom or bottom to top.
Step 4 can be omitted if you want a constant curvature throughout the final part. In this case all you have to do is Twist by the desired amount the Loft surface made from un-rotated curves. …
Added by Birk Binnard at 2:18pm on October 15, 2016
the total will be 44). when I looked into the order of splitting fragments it showed strange results, instead of having the splitting fragments ordered from 0,1,2,3,4,5...etc it starts with 0,10,1,2,3,.... and for the second group of fragments also a different order 10,1,2,3,4....
I don't know what causes such result because the
what can i do to rearrange it into the correct order 0,1,2,3,4,5,6,7,8,9,10..and make the new index starts from the edge of the original surface?
Question4.gh
…