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The schemes for the four-block singularity are of second, fourth and sixth order of accuracy, whereas the six-block schemes are of second and fourth order.
The humidity response models, G21(s) and G22 s), are of second order with a zero.
We show that the coupling effects are of second order in the concentration.
We have investigated the possible oscillation of linear and non-aging viscoelastic functions of viscoelastic models whose governing differential equations representing the constitutive relation between stresses and strains are of second order.
The standard Euler technique is a first order method, which assumes there is a constant neutron flux over the entire time step, while CELL-2 and CSADA methods are of second order.
The developed schemes for three-way singularities are of second, fourth and sixth order of accuracy, whereas the five-way difference approximations are second and fourth order accurate, respectively.
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The effects of tubing properties and casing lengths are of second-order.
The resulting 3D MIB schemes are of second-order accuracy for arbitrarily complex interfaces with sharp geometric singularities, of fourth-order accuracy for complex interfaces with moderate geometric singularities, and of sixth-order accuracy for curved smooth interfaces.
They are of fifth and sixth magnitudes.
The following numerical schemes are of second-order accuracy and specifically designed for the resulting algebraic system to be simpler and better conditioned.
Here we will give a kind of boundary value condition, which is consistent with Dirichlet problem if the equations are elliptic, and coincident with Keldys-Fichera boundary value problem when the equations are of second-order.
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