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We describe a new vector discrete ordinate radiative transfer model with a full linearization facility.
The problem is solved using a three-dimensional conjugate heat transfer model with counterflow between upper and lower channels.
A heat transfer model with a cylindrical surface heat source has been developed under the assumption of the keyhole per thin layer being cylindrical.
The melt depth and duration are predicted with a transient, two-dimensional axisymmetric heat transfer model with temperature-dependent material properties.
A previously validated one-dimensional pressure drop and heat transfer model, with water as the working fluid, is employed as the objective function.
A linear driving force mass transfer model with a variable lumped-resistances coefficient was found to provide an acceptable fit to the experimental data.
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We present validation method for continuous-time transfer models with time delay.
Combining heat transfer modeling with material testing, finite element method was used to calculate the temperature field and thermal stress of the bushing, and their sensitivity to Poisson ratio, mud pressure, rotor speed and formation temperature.
Notably, transient computations on an idealized heat transfer model, supplemented with QSS calculations of a model with rigorous heat transfer representation, show that non-uniform growth conditions arise under uniform cooling of the system via a linear decrease in furnace set points.
This radiation transfer model, together with a first order kinetic model, is used to fit the experimental results.
In this paper, a localized heat treatment system (LHTS) has been developed based on a one-dimensional heat transfer model coupled with a high power fiber laser.
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