◈ 학술지
◈ 도서
◈ 전자학술지
◈ 투고요령
◈ 수학신간도서
◈ MSC
◈ 논문검색
◈ 학술행사
홈 > 학술정보 >학술행사 > 세미나
KAIST 수리과학과 세미나

Title
[KMRS 세미나] Between Composites, Shape Memory Materials, and Inverse Problems
Speaker
Graeme Milton   (Univ. of Utah )
Date
2017-07-13 14:30:00
Host
KAIST
Place
산업경영학동(E2) 1223호실
Abstract
The behavior of shape memory materials, the response of composites, and inverse problems (where one seeks to determine what is inside a body from boundary measurements) would at first sight seem to have little in common. However there are unifying mathematical themes that underlie them all. Finding composites that have the best properties, for design applications, often reduces to a type of energy minimization problem with a non-linear energy, even though the underlying physical equations may be linear. The same sort of energy minimization problems govern the response of shape memory materials. Similarly, the response of inhomogenous bodies, as governed by the appropriately defined Dirichlet to Neumann map, is similar in many respects to an effective tensor in the theory of composites, and this connection can be made more mathematically explicit. As a result of these connections, mathematical tools developed in one area can be applied to problems in the other areas.
개인정보보호정책 l 이메일주소집단수집금지 l 뷰어다운로드
qr코드