The Diagrams were constructed basing on the visual analysis and on the calculations of shape factors and aggregation numbers, and evaluated by the original analytical theory, where the interplay of bulk and surface effects determines the globule shape.
The method is composed of three iteration levels requiring the calculation of pressure, shape and separation.
The theory of third-order aberrations for a system of rotationally symmetric aspheric thin lenses and relations for calculation of the shape of rotationally symmetric aspheric spectacle lenses with zero astigmatism are described.
The theory concerns the calculation of the shape of the liquid-vapor interface (i.e., the free surface of the meniscus) and of the heat flow in the system.
This paper describes a simplified mesh generation technique that is based on the finite element method of calculation of beam-shaping diffractive optical elements (DOEs).
However, this analysis always requires the calculation of stable shapes, and knowledge of the order of the possible mechanisms may provide the designer with useful data.
Calculation of eigenmode shapes, frequencies and effective masses with the two methods is performed, as well as the dynamic response of the coupled system subjected to seismic loading.
Furthermore, a numerically more stable and efficient volume integration scheme is proposed to implement calculations of the shape derivatives, leading to the creation of new holes which are generated initially along the boundary and then propagated to the interior of the design domain.
Docking of the modeled CR3 domain of HPV-16 E7 onto a GSTP1 monomer was accomplished with the Hex program, including calculations of both shape complementarity and electrostatic contributions.
