A numerical two-dimensional method based on the potential flow theory is developed for calculation of non-dimensional power output from these turbines.
MRI and PET scans were transferred to a Sun Sparc work-station (Sun Microsystems, Mountain View, CA, USA) where PIB- and FDG-PET scans were each co-registered with the corresponding MRI using a three-dimensional method based on minimizing the variance of the signal ratios [ 27], as implemented in the Multimodal Image Data Analysis System package (MIDAS, version 1.6) [ 28].
In this paper, we develop a three-dimensional adaptive method based on iterative grid redistribution technique introduced in [J. Comput. Phys. 159 (2000) 246].
A three-dimensional analytical method based on the classical lamination theory is developed to quantitatively determine the effective elastic constants of thick composite laminates with ply waviness.
A three-dimensional vortex method based on the discretization of the vorticity field into vortex vector elements of finite spherical cores is constructed for the simulation of inviscid incompressible flow.
In this paper, a two-dimensional numerical method based on the compressible SIMPLE algorithm has been developed to study the mechanisms of thermal diffusion and baro-diffusion effects on thermacoustic mixture separation.
The deimmunization approach we have adopted is a three dimensional structure resurfacing method based on the fact that most antigenic response to the variable region is directed to surface residues only.
A systematic three-dimensional focus engineering method based on the dipole-array radiation pattern is proposed.
We introduce a fast three-dimensional temperature mapping method based on real-time optoacoustic sensing of the treated region coupled with a thermal-diffusion-based model of heat distribution in tissues.
The local stress field in the cracked −60° plies is calculated by a three-dimensional finite element method based on a unit cell construction developed by Li et al. [1].
Wei and Jia [21] provided a two-dimensional finite element method based on the FEM platform of CCHE2D for simulating dynamic propagation of weakly dispersive waves.
