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2016
Contact shape optimization problems in 3D have a structure which can be effectively exploited by the TFETI-based methods introduced in Part III. The reason is that the preparation of the solution of the state problem can be reused in the solution of a number of auxiliary contact problems that arise in each design step.
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Contact shape optimization problems in 3D have a structure which can be effectively exploited by the TFETI-based methods introduced in Part III. The reason is that the preparation of the solution of the state problem can be reused in the solution of a number of auxiliary contact problems that arise in each design step.
openaire +1 more source
1995
Shape optimization is a branch of the optimal control theory in which the control variable is connected with the geometry of the problem. The aim is to find a shape from an a priori defined class of domains, for wich the corresponding cost functional attains its minimum.
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Shape optimization is a branch of the optimal control theory in which the control variable is connected with the geometry of the problem. The aim is to find a shape from an a priori defined class of domains, for wich the corresponding cost functional attains its minimum.
openaire +1 more source
Printability and Shape Fidelity of Bioinks in 3D Bioprinting
Chemical Reviews, 2020Andrea Schwab +2 more
exaly
Nanooncology: The future of cancer diagnosis and therapy
Ca-A Cancer Journal for Clinicians, 2013Sanjiv S Gambhir
exaly
Reprogrammable recovery and actuation behaviour of shape-memory polymers
Nature Reviews Materials, 2019Andreas Lendlein, Oliver E C Gould
exaly
Controlling polymer properties through the shape of the molecular-weight distribution
Nature Reviews Materials, 2019Dillon T Gentekos +2 more
exaly

