Examples of 'governing equations' in a sentence
Meaning of "governing equations"
governing equations: This phrase refers to mathematical or scientific equations that describe the relationships between variables in a system or a set of principles that dictate the behavior of a process
How to use "governing equations" in a sentence
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governing equations
Venturi governing equations and permissible assumptions.
Kinematic relations and constitutive equations are needed to complete the system of governing equations.
The governing equations describing the model are.
This model will be created to be their governing equations solved in commercial software.
The governing equations are solved by iterating.
For other ways of writing these governing equations see linear elasticity.
The governing equations are solved on discrete control volumes.
Parameterization Climate models are based on a system of governing equations.
The governing equations were discretized using a finite difference method.
The Euler equations are the governing equations for inviscid flow.
The governing equations employed are mass conversion and continuity equations.
First, we introduce the governing equations of our problem.
The governing equations are solved by the finite difference method on a staggered grid.
Furthermore, by coupling the governing equations of.
Governing equations are written in terms of primitive variables and are recast into a general form.
See also
The dimensionless governing equations are,.
The main governing equations in the supersonic regime are the isentropic flow equations.
For different types of hardening through cutting, governing equations are as following.
This makes the governing equations nonlinear and they are correspondingly more difficult to solve.
Hence, the bottom boundary layer introduces a memory effect to the governing equations.
Two additional governing equations are the electroneutrality and anion conservation conditions given above.
Hence, the approximated solution satisfying the governing equations of the problem can be obtained.
Governing equations are written for each element and these elements are assembled into a global matrix.
All the mathematical treatment involved in the deduction ofthe models ¿ governing equations is presented.
The governing equations for the right side in Fig.
When fluid properties such as viscosity depend on composition, the governing equations may be coupled.
The governing equations were discretised in time using an explicit Euler scheme.
The table below, shows the relationship between bonds and their governing equations.
The governing equations of these elements are as follows,.
A method according to any preceding claims, wherein the governing equations for the porous medium are,.
Hence, their governing equations are defined by state and observation equations.
The difference between ERH and ET-DSP is shown in the governing equations.
The governing equations are given as the conservations of mass, momentum and energy,.
Convected Wave Equation Model, Defines the governing equations for the model.
The governing equations and boundary conditions for the composite membrane are as follows,.
If we ignore the in-plane extension of the plate, the governing equations are.
These governing equations assume one-dimensional isentropic inviscid compressible flow of an ideal gas.
On introducing the above non-dimensional variables, the above governing equations reduce to the following form:.
The governing equations of the model were solved by the runge-kutta method of fourth order.
A suite of 2D and 3D analytic solutions ( " elements " ) are available for different governing equations.
The governing equations are obtained using a boundary-layer approximation to the Navier-Stokes equations.
Using potential function, the governing equations reduce to two fourth-order ifferential equations.
The governing equations for the plate then reduce to two coupled ordinary differential equations,.
Then the governing equations with the initial and the boundary conditions are as follows,.
The governing equations of a potential loss element, EPMATHMARKEREP.
The governing equations of a flow loss element, EPMATHMARKEREP.
The governing equations for the dynamics of a Kirchhoff - Love plate are.
The governing equations are based on Darcy 's law and the Boussinesq approximation.
The governing equations for the left side in Fig . 32 are as follows.
The governing equations ( negative supply energy ) of a flow loss element, EPMATHMARKEREP.
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