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Introduction 1
Introduction to the course.
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Lecture1.1
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Lecture1.2
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Lecture1.3
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Design & Computation Theory :: Opens 10. Oct. 2018 1
The module covers the theoretical foundations for computational design.
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Lecture2.1
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Lecture2.2
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Assignment2.1
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Lecture2.3
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Lecture2.4
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Lecture2.5
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Lecture2.6
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Lecture2.7
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Lecture2.8
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Lecture2.9
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Lecture2.10
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Parametric Modelling :: 17. Oct. 2018 1
The module provides the basis for parametric modelling with Grasshopper for Rhino 3D.
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Lecture3.1
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Assignment3.1
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Introduction to Programming I :: Opens 24. Oct. 2018 1
This module introduces you to programming with C# in Grasshopper for Rhino 3D.
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Lecture4.1
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Lecture4.2
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Lecture4.3
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Lecture4.4
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Lecture4.5
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Lecture4.6
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Lecture4.7
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Lecture4.8
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Lecture4.9
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Assignment4.1
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Introduction to Programming II :: Opens 07. Nov. 2018 1
The module introduces the implementation of 2D and 3D Cellular Automata by using C# for Grasshopper in Rhino 3D.
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Lecture5.1
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Lecture5.2
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Lecture5.3
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Lecture5.4
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Lecture5.5
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Lecture5.6
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Assignment5.1
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BIM Revit & Dynamo :: Opens 14. Nov. 2018 1
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Lecture6.1
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Lecture6.2
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Lecture6.3
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Lecture6.4
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Lecture6.5
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Lecture6.6
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Lecture6.7
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Assignment6.1
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Design Analysis I - Daylight :: Opens 23. Nov. 2018 1
In this module you learn how to analyse the daylight performance of a building design.
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Lecture7.1
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Lecture7.2
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Lecture7.3
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Lecture7.4
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Lecture7.5
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Assignment7.1
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Lecture7.6
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Design Analysis II - Visibility :: Opens 28. Nov. 2018 2
In this module you learn how to analyse visibility as a behaviourally and experientially relevant feature of a building design.
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Lecture8.1
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Assignment8.1
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Lecture8.2
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Lecture8.3
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Lecture8.4
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Lecture8.5
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Lecture8.6
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Lecture8.7
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Lecture8.8
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Assignment8.2
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Lecture8.9
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Lecture8.10
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Design Analysis III - Spatial Relations :: Opens 05. Dec. 2018 1
In this module you learn how to analyse spatial relations as a behaviourally and experientially relevant feature of a building design.
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Lecture9.1
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Lecture9.2
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Lecture9.3
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Lecture9.4
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Lecture9.5
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Assignment9.1
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Lecture9.6
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Lecture9.7
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Webmaps :: Opens 19. Dec. 2018 1
In this module you learn how to bring your designs from Rhino/Grasshopper to a website via Mapbox
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Lecture10.1
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Lecture10.2
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Lecture10.3
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Lecture10.4
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Lecture10.5
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Assignment10.1
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Lecture10.6
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Unity for VR/AR :: Opens 09. Jan. 2019 1
In this module we show you how to bring your design to Unity and create a VR/AR model out of it.
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Lecture11.1
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Lecture11.2
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Lecture11.3
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Lecture11.4
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Assignment11.1
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Lecture11.5
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Conclusion :: Opens 30. Jan. 2019 2
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Lecture12.1
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Assignment12.1
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Lecture12.2
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Alternaitve E-Mail Assignment – Webmaps [CDM]
In case the login is not working so that you cannot access the assignment page, please use the following instructions:
Task Description
Your task now is to implement your own models from Parametric Modelling module into a Mapbox Style and create and create an HTML document containing the webmap.
At least:
- Implement your models from Parametric Modelling module into a Mapbox Style and create an HTML document containing the webmap
- Include at least two different variants of the building geometry, using the method described in the lessons (either by changing the generating parameters, or by changing the placement of buildings on the site)
- Include the functionality described in the lessons: Navigation Control, Scale Control and Popup with feature properties
In addition, you can explore some of the following options:
- Including more than 2 variants
- Adding additional functions from Mapbox GL JS ( ie. FullscreenControl, setMaxZoom, etc.)
- Adding additional data to Mapbox layers (ie. trees? pathways?)
- Working with CSS to modify the default style of elements
- etc.
- Send your exercise latest by 31.01.2019 by Email to Reinhard Koenig!
- The HTML document should be inside a .zip archive to avoid problems during upload.
- Please name the file as follows: Webmaps[CDM]_YourMatrikelNumber_YourFirstAnd_SecondName!
The exercise will be graded with points. The best grade is 5 points, the worst grade is 0 points. You need to submit all exercises/assignments and reach at least half of the available points to pass the course. The final grade is calculated by the corresponding interpolation.