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The finite element method is applied to the discrete Boltzmann equation (DBE) of the basic equation of the LBM.
The basic equation of the unsteady two-dimensional heat transfer problem and the analytical method for an FGM plate with wood material properties are proposed.
We proposed a new basic equation of the mass conservation law, ∂Q(N,t)/∂t="−∂j N,t)/∂N, where j N,t) is net flow.
All of the criteria considered in this paper make use of the same basic equation of the Double Difference Combination rule, but they adopt different procedures to estimate the correlation between displacement responses of nonlinear hysteretic systems.
We employed an analysis method in which the impact force assumes an exponential function for the basic equation of the one-dimensional elastic vibration corresponding to the longitudinal vibration of the bar and the lateral vibration of the beam, and in which the force satisfies the condition of continuity of the displacement.
The basic equation of the Arellano Bover estimation for system GMM is as under.
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The basic equation of this problem is the Grad-Shafranov equation.
First order plate theory is adopted to construct the basic equations of the plate.
The basic equations of the liquid motion are derived by using the variational principle and the nonlinear equations of motion of the liquid surface displacement are formulated.
The basic equations of the improved method are described, with the help of which the description of sorption phenomena on rough surfaces can be characterized.
Seven-parameter is estimated using the Newton Raphson method with the aid of initial values which are derived from basic equations of the model and manufacturing data sheet at standard test conditions.
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