ake a modest notice about the two new Ladybug components, one of which creates a 3d terrain shading mask and another one which visualizes and exports horizon angles. A terrain shading mask is essentially a diagram which maps the silhouette of the surrounding terrain (hills, valleys, mountains, tree tops...) around the chosen location, and account for the shading losses from the terrain. It can be used as a context_ input in mountainous or higher latitude regions for any kind of sun related analysis: sunlight hours analysis, solar radiation analysis, view analysis, photovoltaics/solar water heating sunpath shading...
My home town is an example of the shading caused by the terrain. Here is how it looks from the tallest building in the town:
And the created terrain shading mask:
A mask for any land location up to 60 degrees North can be created:
There will also be a support for a few major cities above this limit.
Both Terrain shading mask and Horizon angles components can be downloaded from here. An example .gh file can be found in here.
Component will prompt the user to download and copy certain files in order to be able to run.
It was created with assistance from Dr. Bojan Savric. Support on various issues was further given by: Dr. Graham Dawson, Dr. Alec Bennett, Dr. Ulrich Deuschle, Andrew T. Young, LiMinlu, Jonathan de Ferranti, Michal Migurski, Christopher Crosby, Even Rouault, Tamas Szekeres, Izabela Spasic, Mostapha Sadeghipour Roudsari, Dragan Milenkovic, Chen Weiqing, Menno Deij-van Rijswijk and gis.stackexchange.com community.
I hope somebody might find the components useful.…
h Shading--DC to AC derate Factor--Photovoltaics Module, can calculate the ACenergy of different pv arrays by Galapagos. The process can evaluate the self shading from the input analysisGeometry and surrounding shading from the input context.
2. PV SWH Systemsize, can also do that, but there would be no second type of self shading for the chosen minimalSpacingPeriod_ criteria.
3. TOF outputs optimal angle and azimuth.
So my question is, if I choose to make a curved roof to form a best pv array with best ACenergy, whether should I only choose the first above, the second PV SWH Systemsize can only deal with the angled or flat surface, not the curved? What's the relationship between TOF and PV SWH Systemsize?
Also, I'll do my best to make a parametric model as soon as possible and upload it to you, so we can make the discussion more detailed.
Best regards.…
face, the larger the number of modules and system size, there for the higher annual energy generation.baseSurface_ - this input exists only for "PV SWH system size" component. It's purpose is to represent a mounting plane on which the PV modules will be put onto. The dark blue colored roof in the photo below is that mounting surface in this case:
So the size of area of the baseSurface_ is not important but its plane.
2) It is important. It basically sets the initial losses of the system.
If that is the soiling value you have, then yes, you need to add it to the DC to AC derate factor component, and then plug its output to "DCtoACderateFactor_" input. I did that in the attached definition below.
3) The north vector/numeric value is not propagated due to possible independent usage of components.I plugged the 0 value to all three component's which have "north_" input. You can change it to what ever value you need.
Please let me know if I didn't answer completely to your questions, or if you have more of them.…
rs interface og dykker derefter ned i mere komplekse parametriske modeller. Vi vil desuden arbejde med forskellige funktioner, der hjælper med til at gøre modeller mere responsive og interaktive.
Efter kurset vil du have/kende til:
Basale inputs og parametre, punkter og vektorer, og små geometriske eksempler
En forståelse for Grasshoppers interface og teorien bag den visuelle programmering
Kendskab til og forståelse af de væsentligste komponenttyper i Grasshopper
Matematiske principper, der giver mulighed for sortering gennem sandt/falsk og mindre-end/større-end udsagn
Dataflow: midlertidige og permanente data
Forene og styre data-input, samt en dybere forståelse af Grasshoppers datastyring.
Styring af lange data-lister og data-træer i Grasshopper
Eksempler på parametrisk geometri, som feks. attractorpoints
Brugen af Grasshopper som et panel værktøj, der giver mulighed for at beklæde overflader med paneler baseret på underindelinger, gradienter og attractor points
forberedelse af egne definitioner, med fortsat fokus på projektets responsibilitet.
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