The iterative transfer calculation method requires knowledge of the journey times for each origin destination pair on each individual transport network.
Model-based scatter correction calculates the scatter projections by modelling the physics of photon transport during iterative image reconstruction.
It is based on a full iterative solution to the Boltzmann transport equation.
The electron mobility is simulated by the direct iterative solution of the Boltzmann transport equation, which allows us to include correctly all the principal scattering mechanisms, elastic as well as inelastic.
The approach adopted merges the flux-corrected transport methodology with the iterative formalism of the algorithm.
A parametrized family of iterative methods for the planar-geometry transport equation is proposed.
An iterative method of solving the radiation transport equation, which is the same as the method of solving flow, heat and momentum transfer is presented.
Based on first-principles calculations and full iterative solution of the linearized Boltzmann Peierls transport equation for phonons, we systematically investigate effects of strain, size and temperature on the thermal conductivity k of suspended graphene.
Numerical simulations of carbon dioxide-microbial enhanced oil recovery (CO2-MEOR) would require computationally rigorous iterative methods to solve resulting system of flow, transport and kinetic reaction equations.
