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General magnetostatic shape–shape interactions
Journal of Magnetism and Magnetic Materials, 2005Abstract The magnetostatic interaction energy between two magnetic elements of arbitrary shape is presented as a convolution between the cross-correlation of the particle shapes and the dipolar tensor field. A generalized dipole–dipole interaction is derived, where the magnetic moments associated with the two particles interact through a ...
Beleggia M, De Graef M
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Shaping Phases by Phasing Shapes
ACS Nano, 2011Incorporation of shape-shifting building blocks into self-assembled systems has emerged as a promising concept for dynamic structural control. The computational work by Nguyen et al. reported in this issue of ACS Nano examines the phase reconfigurations and kinetic pathways for systems built from shape-shifting building blocks.
Oleg, Gang, Yugang, Zhang
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Shape language: How people describe shapes and shape operations
Design Studies, 2011This research investigates which terms designers use to exteriorise and communicate shape. An experiment was devised for two test subjects, who both receive a picture of a shape. Subject A receives, in addition, a picture that is said to be a modified version of the initial one.
Wiegers, T. (author) +2 more
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International Journal of Fashion Design, Technology and Education, 2013
From polka dots to circle skirts, the circle has been a vital part of fashion for a very long time.
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From polka dots to circle skirts, the circle has been a vital part of fashion for a very long time.
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Seeing Shape: Shape Appearances and Shape Constancy
The British Journal for the Philosophy of Science, 2012AbstractA coin rotating back in depth in some sense presents a changing, elliptical shape. How are we to understand such (in this case) ‘appearances of ellipticality’?
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Biological Cybernetics, 1986
Many useful notions of partial order and/or similarity and relatedness of different geometrical features of smooth shapes that occur in psychologically valid descriptions of shape have no equivalents in the usual geometrical shape theories. This is especially true where similarities are noted between objects of different connectivity: in almost all of ...
Koenderink, J. J., van Doorn, A. J.
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Many useful notions of partial order and/or similarity and relatedness of different geometrical features of smooth shapes that occur in psychologically valid descriptions of shape have no equivalents in the usual geometrical shape theories. This is especially true where similarities are noted between objects of different connectivity: in almost all of ...
Koenderink, J. J., van Doorn, A. J.
openaire +3 more sources