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The second order equations are manipulated directly.
The lower order equations are examined.
The leading order equations are used to determine the fluid dynamics of steady annular jets.
Secondly, the complex boundary layer and the internal layer of the zero order equations are very difficult.
The corresponding solutions of the integer order equations are found to follow as special cases of those of fractional order equations.
The leading order equations are begin{aligned}& Psi_{s0} =0, end{aligned} (38) begin{aligned}& frac{d C_{v0}}{d tau} = 0, end{aligned} (39) begin{aligned}& Psi_{s0} =0.
Similar(54)
The discussion for second order equations is more complicated than the first order case.
A class of degenerate elliptic nonlinear second order equations is considered.
Three kinetic models, the intraparticle diffusion equation and the pseudo first and second order equations, were selected to follow the adsorption process.
Two kinetic models, namely, pseudo first order equation and pseudo second order equations were applied for the adsorption of dyes onto calcined eggshell powder.
estimates and Schauder estimates for linear second-order equations are well known (see [8, 9]).
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