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Digbeth field diagram

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Digbeth field diagram mapping exercise, Birmingham B5 6DY  
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Assembly Line(s) #01

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Assembly Line(s) #01 Assembly Line(s) series, 2017   sketchbook   theoria | elements  
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Unlaced

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Unlaced Anatomy of a Section series, 2018 Unlaced: Unfolding Elevation
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Contrived Threshold :: study sketch

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Contrived Threshold Contrived Thresholds series, 2017   study sketch   theoria | elements  
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Line as Threshold | sketch #002

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sketch #002 Line as Threshold series, 2017   theoria | elements  
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Assembly Line(s) #02

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Assembly Line(s) #02 Assembly Line(s) series sketchbooks   theoria | elements  
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Geometric Morass

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Geometric Morass Mental Space series, 2017   theoria | elements  
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Mindless Woodlands

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Mindless Woodlands Terra Incognita series, 2016   Ink on paper     theoria | elements  
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Cogent Disembodiment

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Cogent Disembodiment early studies theoria | elements  
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Gitternetz

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Gitternetz Space Paranoids series, 2017   Theoria | Elements  
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Lined Fields | sketch #158

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study sketch #158 Lined Fields series, 2017     theoria | elements  
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Radial Organic

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Radial Organic Urban Bastides series, 2016   theoria | elements  
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Juxtaposed Grid

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Juxtaposed Grid Urban Bastides series, 2016   theoria | elements  
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study sketch #1

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study sketch #1 Clockwork Grille sketchbook, 2016   theoria | elements  
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Axial Constraint

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Axial Constraint Urban Bastides series, 2016   theoria | elements  
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Caesura: study sketch #14

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Caesura #14 Caesure(s) sketchbook A sketch from my Sketchbook: Caesure(s), exploring the behaviour of the line as spatial apparatus.   theoria | elements  
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Archilibs [architecture ad lib] is an experimental design lab exploring the verbalisation of architecture through visual constructs.

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Dusty Devil

Dusty Devil Spatial Machinery series, 2017   theoria | elements  
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Geometric Morass

Geometric Morass Mental Space series, 2017   theoria | elements  
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Toposcapes

Toposcapes The Topography of Mental Space series     theoria | elements  
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Shifting Causality

Shifting Causality de-Folium series, 2017 The uncertainty of geometric causality mapped in a leaflike structural array.   theoria | elements  
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All works © Archilibs 2019. Archilibs is based in Central London established by Architect Bea Martin in 2012.