Mapping over site

This model was a further investigation into the digital production techniques I identified. Conceived as an experiment with tessalation, this evolved into a folding excercise. The model is a combination of the sites of underground historic interest in bristol and that of present day point of interest.

For Mateusz: OMA conversion of a coal refinery

zollverein kohlenwasche

I came across this whilst browing and thought it might be useful if not already seen.

Programme shuffling

Circulation attempt2

This diagram rearranges the elements of my programme under four major groups (Education, production, presentation and research) , and looks at the relationships that each element requires.

Circulation

Circulation attempt1

This diagram is an attempt to understand the connections necessary between different programmatic elements of the institute. The circulation can be broken down in respect to different users, something that I’m currently working upon. There is a dispersal of breakout and studio spaces throughout the programme to bind the spaces together and encourage collaboration.

Site Approach

container movement

This was a detailed study into the dimensions of the local roads that would restrict the movement of anything produced within the facilty. The result being that I now know it’s possible to deliver an ISO container on a artic lorry to the site.  Therefore component construction would be limited to this size (unless I propose an additional facility elsewhere in the city with enhanced transport links) although any building component can generally be unassembled for transportation.

Rigid origami

This weekend is going to be spent exploring structural solutions to my proposal through origami. I will explain the reasons for this more on Monday, but, in the mean time here is quite a provoking video I came across recently……..

Rigid Origami from Daniel Piker on Vimeo.

Programme Weave

Massing studies

Following on from my parameter studies which were completed earlier this week, I have started to relate the investigation to massing. The sketch below is based on the idea that form/ programme will be concentrated around each set of piers, with a pedestrian link spanning between. The piers will provide the structure from which barges can dock and be tended to; with produce being transported vertically up to the pedestrian level where it can be sold to the general public. Each pier would have differing characteristics dependent on the produce which has been harvested at water level. Some could for instance, be charecterised by the servicing of the barges whilst others would revolve around the activity of trading produce.

Above is an initial sketch of one of these docking stations.

An updated infrastructure plan….

Algorithmic Programming

This is probably a bit of a red-herring but I have been thinking about this computational approach to schematic design and came up with the above. I have tried to define some boundaries in order to preserve the humane artistic response by suggesting that this process could occur at some point between outline and detailed design rather than be a direct driver. This could be the link between the urban and architectural scales of my Thesis as some of the defining parameters could be derived from my city feed architecture.

There is also a animation worth watching in part – between 01:30 and 02:30.

New Developments

Simplification

SIMPLIFICATION: The interest lies with the in-between. It is a one dimensional point on a two dimensional scale.

Triangulation

TRIANGULATION 1 & 2: The architecture that represents combined/convoluted ethics should develop from a dimensional extrapolation of the simplified problem. Each side of the triangles is a scale, an undirected edge between two vertices. The defined points A, B and C have areas attributed to them by the linking of the points on the inter-relational scales; however, they must form a space in between to moderate their territories. 1 shows this ‘from point’ and 2 shows this ‘perpendicular to scale’, with both showing a new defined area D to represent a shared/disputed region.

Rectified 1

RECTIFICATION (INCOMPLETE) 1 & 2: Here, A is (using graph terminology) not adjacent to D – nor is B adjacent to C – and the graph is incomplete. 1 shows the territories attributed perpendicular to the scale, and 2 shows from the scale.

Rectified 2

RECTIFICATION (COMPLETE) 1 & 2: A and B are adjacent to D and C respectively. 1 shows how disputed regions can emerge (A and C can claim the left blue triangle) whilst shared regions still exist. 2 shows a rectified situation where there is no disputed area.

Pentaloop

PENTALOOP (REGULAR) 1 & 2: The relationships form a complete loop but the graph is once again incomplete. 1 shows a formalised sixth region F formed with the original vertices being dominant and 2 shows F formed when it is dominant.

Pentaloop Disputed

PENTALOOP (IRREGULAR) 1 & 2: Only the point on the A-B scale has been moved, creating a series of shared/disputed regions in the case where the vertices are dominant (1) but not after rectification (2). Notice how in 1 the edge of a shared/disputed space exists on the B-C edge/relationship.

Simplified Internalised

RE-SIMPLIFICATION: The importance lies not at the vertices but in the region created in-between. The vertices thus become voids, non-dimensional and the scale takes all the responsibility for variation.

Situated

SITUATIONAL (ARBITRARY) 1 & 2: To accommodate a programme and a site there must be some adaptation. Programmatic mixing and crossing creates axes of variation between voids, arbitrarily represented in 1. With flexing in programme and in response to site, as in 2, new regions and combinations emerge.

Situated Axo

SITUATIONAL (ARBITRARY) EXTENDED: With an extra dimension the site becomes more occupied and the voids are anchored. This diagram is the theoretical strategy to be applied to programme and site.

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Footnote: the new colour is International Klein Blue. It will be the only colour used other than the greyscales (to be explained more in the future).