Moreover, this work proposes analytical formulations of image forces for nanorods (3D) by approximating the 3D shape effect as a height-dependent shape function, which is obtained through curve fitting of the finite element results of image forces without surface stress.
While the strain effect is computed by approximating the derivative of the normal velocity component across the layer, the vorticity diffusion is accounted for on the basis of the similarity solution for a diffusively spreading vortex sheet.
In the texture-mapping procedure, we begin by approximating the target surface with an approximating cylinder.
If we multiply 54.7 % by two thirds to roughly approximate the effect of following up for 2 years rather than 3 years we would get a reduction of around 36.5 % in the development of new lesions or caries.
This is achieved in two ways: (i) by developing new models for point pressure spectra within the boundary layer over a flat plate, and (ii) by deriving a simple formula to approximate the effect of convective velocity on the radiated noise spectrum.
By working with ibd status directly, we approximate the effect of selection based on highly informative markers.
We approximate the effect of the aberrations by consolidating them in a single surface we call the focal phase plate (FPP).
The motion of an incompressible, inviscid fluid in a region surrounded by a massless, elastic membrane can be approximated by transmitting the effect of the boundary forces to the fluid through vortex dipoles.
The approach was based on approximating the posterior process with a factorised process where the effect of the interactions between species were replaced by a mean-field approximation.
To determine the effects of radiation, a team led by neuroscientist Theo Palmer at Stanford University gave rats a dose of radiation approximating the dose given to patients.
