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ALL ARE WELCOME It is of interest to fabricate curved surfaces in three dimensions from easily available homogeneous material in the form of flat sheets. This talk will report on three generic methods developed by us for molding a flat sheet of thermo-responsive plastic by selective contraction induced by targeted heating. These methods do not involve any cutting and gluing which is a property they share with origami. The first method is inspired by tailoring which is the usual method for making garments out of plain pieces of cloth. The second method aims to bring about the desired new Riemannian metric via an appropriate pattern of local contractions. The third method is based on triangulation, and seeks to induce the desired local distances. The second and the third methods, and also the first method for the special case of surfaces of revolution, are algorithmic in nature. Along with an account of these methods, I will show photographs of different shapes that we physically molded by these methods. This is joint work with Shankar Ghosh and Harsh Jain of TIFR, Mumbai. Nitin Nitsure Professor of Mathematics, TIFR, Mumbai ALL ARE WELCOME Sept 13 Friday, 2019 Sir CV Raman Auditorium 5:15 PM Nitin Nitsure joined TIFR Mumbai in 1980 as a graduate student, and completed his PhD in 1987. He is a member of the National Board for Higher Mathematics of the Government of India. His area of research is Algebraic Geometry and Topology, besides that he is also interested in mathematical logic, foundation of mathematics as well as mathematical physics. He has made significant contributions to moduli problems in algebraic geometry. He is well known for the construction of moduli spaces for Hitchin pairs, logarithmic connections and D modules, and recently also for rank 2 unstable bundles on curves. He is an active member of Apex Committee, National Centre for Mathematics; Member of Governing Council, Chennai Mathematical Institute; Member of Governing Body, Bhaskaracharya Pratishthana; Member of Editorial Committee, Indian Acad. Sciences etc. His work has been recognized by different awards like ICTP prize 1997, INSA medal for young scientists etc. Molding 3D Curved Structures by Selective Heating IISER Pune Institute Colloquium

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Page 1: Selective Heating Structures by Molding 3D Curved › userfiles › files › Colloquium Poster_Prof Nitin... · Nitin Nitsure Professor of Mathematics, TIFR, Mumbai A L L A R E W

ALL ARE WELCOME

It is of interest to fabricate curved surfaces in threedimensions from easily available homogeneous materialin the form of  flat sheets. This talk will report on threegeneric methods developed by us  for molding a flatsheet of thermo-responsive plastic by selectivecontraction  induced by targeted heating. Thesemethods do not involve any cutting and gluing which is aproperty they share with origami. The first method isinspired by tailoring which is the usual method formaking garments out of plain pieces of cloth. Thesecond method   aims to bring about the desired newRiemannian   metric via an appropriate pattern of localcontractions. The third method is based ontriangulation, and seeks to induce the desired localdistances. The second and the third methods, and alsothe first method for the special case of surfaces ofrevolution,   are algorithmic in   nature.  Along with anaccount of these methods, I will show photographs  ofdifferent shapes that we physically molded by thesemethods. This is joint work with Shankar Ghosh andHarsh Jain of TIFR, Mumbai.

Nitin NitsureProfessor of Mathematics, TIFR, Mumbai

A L L A R E W E L C O M E

Sept 13 Friday, 2019Sir CV Raman Auditorium

5:15 PM

Nitin Nitsure joined TIFR Mumbai in 1980 asa graduate student, and completed his PhD in1987. He is a member of the National Boardfor Higher Mathematics of the Governmentof India. His area of research is AlgebraicGeometry and Topology, besides that he isalso interested in mathematical logic,foundation of mathematics as well asmathematical physics. He has madesignificant contributions to moduli problemsin algebraic geometry. He is well known forthe construction of moduli spaces for Hitchinpairs, logarithmic connections and Dmodules, and recently also for rank 2unstable bundles on curves. He is an activemember of Apex Committee, NationalCentre for Mathematics; Member ofGoverning Council, Chennai MathematicalInstitute; Member of Governing Body,Bhaskaracharya Pratishthana; Member ofEditorial Committee, Indian Acad. Sciencesetc. His work has been recognized bydifferent awards like ICTP prize 1997, INSAmedal for young scientists etc.

Molding 3D CurvedStructures by Selective Heating

IISER Pune Institute Colloquium