MSc Computational Methods in Architecture

Programme Leader

Dr Wassim Jabi

The ethos of the MSc Computational Methods in Architecture course is based on the concept of rigorous creativity where algorithmic thinking, systematic parametric design, analytic methods, creative intuition, and tectonic sensibilities are integrated into an innovative design process. In ART801 (Introduction to 3D Modelling and Parametric Design), the students learn the fundamentals of parametric design and investigate parametric patterns and generative methods. The module focusses on exploring alternatives using a creative and systematic process of discovery. In ART802 (Computational Form Finding) the students learn how abstract principles learned from physical form-finding investigations can be applied to a digital form-finding process. The aim of ART803 (Algorithmic Design Thinking) is to introduce students to the use of algorithmic thinking for design enquiry. This module allows students to investigate several parametric and generative design patterns and create algorithmic solutions, using scripting, that address them. The CMT811 module (Computational Design for Digital Fabrication) introduces students to computational design and optimisation techniques that facilitate the fabrication of digital 3D shapes. They gain hands-on experience in using these tools to realise geometric models. In addition, they learn how to create and optimise 3D designs according to the fabrication tools and materials. The students enrich their learning experience by selecting optional modules and conclude their studies with ART806 (a student-led dissertation module) which offers a unique and exciting opportunity for the students to develop and pursue their own research agenda, discover new knowledge, and integrate several methods into new and innovative workflows.

Dr Wassim Jabi, Programme Leader

Robotic Cob Printing

Computational Design for Fabrication

Selda Pourali Behzad

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Dancing Parallel

Form-finding and rationalisation based on rotoscoping and algorithmic design

Selda Pourali Behzad

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Stochastic Lattice

Algorithmic Natural Network Patterns

Selda Pourali Behzad

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Dancing Parallel

This project was based on a video clip regarding the famous dancers Fred and Ginger. In the first step, their movement in 10 seconds of a clip was monitored

Dorsa Boroujerdifard

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Computational Form Finding

Minimal Surface Form Finding

Sapta Sunusae

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The Last Dance

Computational Form-Finding

Ashley Vias

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Particle Pavilion

Computational Form Finding

Ashley Vias

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