Sam Calisch Dissertation Defense


Folded Functional Foams

Materials with effective properties dominated by geometric structure rather than composition, or architected materials, are used in nature and engineering to maximize performance subject to constraints of mass and energy.  Conventional engineering examples include textiles, polymer and metal foams, and honeycombs, but developments in digital fabrication have vastly expanded the field.  The majority of this new work has focused on 3D printing for its high degree of geometric control, though production rates have been slow, material properties poor, and manufacturing costs high.  An alternative, growing body of work has developed around structural origami and kirigami, where planar sheets are processed and folded to create three-dimensional architected materials.  This work aims to leverage planar fabrication for scalable, high-resolution manufacturing, on-demand customization, and low embodied energy while exploiting the geometric richness of origami to tailor shape and maximize mechanical performance.  

This thesis seeks to demonstrate the engineering potential of kirigami architected materials by showing scalability through automated production, structural control of three-dimensional shape and stiffness, and functional control of energy transduction.  We first show a custom machine for automating cutting and folding of shaped honeycombs, illustrating the capability to prescribe large-scale geometry of an architected material in a continuous production process.  We then modify this construction to make shaped architected materials with prescribed stiffness, producing shoe soles as a demonstration.  Finally, we show three forms of energy transduction in kirigami architected materials -- reflection, absorption, and transmission -- and apply each to a relevant, difficult engineering problem.  For energy reflection, we maximize the ratio of strain energy output to input in a collision event, taking running shoe soles as a test case and comparing performance to conventional polymer foams.  For energy absorption, we maximize total energy absorbed per unit mass and apply this to vehicular crashboxes, comparing the results to aluminum honeycombs.  For energy transmission, we use energy input to drive deformation modes with desired output force and geometry, taking as an application the generation of traveling waves on a hydrofoil surface (a longstanding goal of active flow control), evaluating viability through tow tank testing.


Prof. Neil Gershenfeld, MIT Center for Bits and Atoms

Prof. Erik Demaine, MIT Computer Science and Artificial Intelligence Laboratory

Prof. Michael Triantafyllou, MIT Departments of Mechanical Engineering and Ocean Engineering

Dr. Saul Griffith, Otherlab, Inc.

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