NONLINEAR differential equationsBOUSSINESQ equationsFRACTIONAL differential equationsNONLINEAR equationsThe space-time fractional Burger-like equation and the space-time coupled Boussinesq equation with conformable derivative, both of which are significant in fluid dynamics, are investigated in this work using ...
Theory of Equations Sets, Relations and Functions Permutation and Combination Binomial Theorem Locus Hyperbola Ellipse Fundamentals of Mathematics Solution of Triangle Previously Asked in JEE Main/Advanced Coordinate Geometry Continuity/ Differentiability, Limits Complex Numbers Quadratic Equations Integral Calculus...
The long-wave equations in both EZ and WZ are of hyperbolic type and can be solved numerically by the method of characteristics using the Runge-Kutta technique. For a choice of parameters typical of the north Pacific subtropical gyre, the waves are baroclinically unstable in the southwest part...
This study uses the computational fluid dynamics (CFD) tool to numerically simulate the complex unsteady vortical structure of flow due to the manta ray's flapping motion. The incompressible Navier-Stokes equations are solved using a pressure-based finite-volume method. In this research, the effect...
The CVOs share a common structure of a tight junction- protected epithelial cell layer (blood–CSF barrier, BCSFB) enveloping the blood–brain barrier (BBB)-lacking microvessels, handling more fluid traffic than the BBB. Separated from other body fluids, the CSF surrounds the brain and spinal...
In these equations, the intercellular [CO2], ci, was calculated from the atmospheric [CO2] based on Eq. 5 in the main text. Plant-based water use efficiency, W, was calculated simply as the ratio of canopy carbon gain over canopy transpirational water loss as: $$ \mathrm{W}={\mathrm...
RWIND 2 is a program for generating wind loads based on CFD (Computational Fluid Dynamics). The wind flow numerical simulation is generated around any building, including irregular or unique geometry types, to determine the wind loads on surfaces and mem
Two other equations are, of course:(7)yCo+yPCo+ySM=1,and(8)yCi+yPCi+yPE+yPS=1. Further, we shall specify the total concentration of cholesterol in the bilayer, xc = 0.4 (12), which provides another equation:(9)xc=(NtotI/NtotO)yCi+yCo(NtotI/NtotO)+1. Specification of the ...
These equations are important in different fields such as propagation of long water waves, fluid dynamics, and shallow water wave propagation. In comparison to other analytical procedures, the analytical methodologyG′G2is an incredibly beneficial approach. This technique can also be used with other ...
In this work a closed set of differential equations is derived which allows for the description of multifluid plasmas consisting of electrons, ions, and electrically charged dust particles. An additional neutral gas component has been omitted here for clarity. The main feature of this set of ...