Haresh Lalvani 2023-2024
3D HYPER SURFACE: Phase 3
In the final stage of this continuing proj- ect constructing a 3D one-sided minimal surface, we are completing the last 2 layers (Layers 1 and 2) of this laminated contoured alucobond structure. The lessons learned from previous layers are incorporated here resulting in the most accurately constructed portion of the structure. This brings it closest to the promise of formwork-free assembly of curved asymmetric shell structure built from small parts assembled to make larger parts. We expect all parts of the structure will be ready for installation after this stage.
[Credits:]
Principal Investigator: Haresh Lalvani
Research Interns: Matthew Mitchell, Quinten Oxender
UG Research Assistants: Tron Le, Dillon Marlow
Consultant: Mohamad Fahan
Industrial Support: Milgo-Bufkin
BAMBOO X-POD: PHASE II
Bamboo X-POD, an expandable structure for rapid deployment of an emergency shelter (e.g. for climate refugees), was scaled up to a 4 ft diameter prototype using split bamboo. A method for fabricating nearly uniform thin bamboo elements was developed. Starting flat, it deploys from a 2D to a 3D spatial structure. An expedient scalable solution of insert- ing two arched bamboo elements which rise from the ground to hoist the structure was the minimum required for deployment. Bam- boo X-POD is part of the broader X-Bamboo
[Credits:]
Principal Investigator: Haresh Lalvani
UG Research Assistants: Tron Le, Dillon Marlow, Rithika Vedapuri, Emma Xu
FRACTAL RULED SURFACES
Robotically wire-cut 3D curved surfaces are ruled sur- faces which mimic minimal surfaces. The latter use least material to cover space and are also stronger, permitting large areas to be covered with less material. Conservation of resources is built-in. We introduce a class of corrugated ruled surfaces and extend these to fractal ruled surfaces as part of our ongoing work on hypersurfaces. These structural surfaces add further to the economy of material with some functional advantages as well. Examples of wire-cut hex saddle modules are shown which, combined with related modules, can be configured in periodic and non-periodic spatial configurations as one of many architectonic possibilities.
[Credits:]
Principal Investigator: Haresh Lalvani
UG Research Assistants: Jungbin Park, Ahan Patil, Tyler Haas
Robotics Lab: Greg Sheward
FRACTAL POLYOMINO SURFACE
We introduce fractal polyomino surface structures and show one example using self-similar scalable triominoes as part of our continuing work on HyperSurfaces. Polyominoes are cellular structures composed of cells (like a square) which are fused to make modules (tiles) that fit. For a square cell, a triomino has 3 fused cells, a pentomino has 5 fused cells, and so on. Two L-shaped triominoes can be folded into a cube, 4 to build the shell of a hypercube and 10 for the 6D cube. We used the 72-degree rhombus as the cell to derive tilted alphabet shapes which are tiled recursively to build fractal triomino surfaces. Images show a fractal triomino cube (3D), its tilted versions, and the outer shell of a 6D cube.
[Credits:]
Principal Investigator: Haresh Lalvani
Research Associate: Robinson Strong
UG Research Assistants: Natalia Rossi, Ethan Peng, Sara Su, Bell Wang