Sentence examples for governing layer from inspiring English sources

Unfortunately, the board she proposes would create a potentially fractious governing layer in a system badly in need of streamlining.

The governing boundary layer equations are transformed to a system of nonlinear ordinary differential by using suitable local similarity variables.

The governing boundary layer equations are transformed using dimensionless quantities to yield a coupled linear system of partial differential equations.

The governing boundary layer equations for momentum, thermal energy and concentration are reduced using a similarity transformation to a set of coupled ordinary differential equations.

Absence of the dependency is explained by the different factors governing double layer formation, main of which is presence of the oxygen-content groups and specific porous structure.

Using similarity transformations, the governing boundary layer equations are transformed into a system of nonlinear ordinary differential equations which are solved numerically using the finite element method.

The governing boundary layer and temperature equations for this problem are reduced to an ordinary form and are solved by homotopy analysis method (HAM), and numerical method.

The governing boundary layer equations are transformed into a non-dimensional form and the resulting non-linear system of partial differential equations are solved using the efficient Keller-box implicit numerical finite difference method.

The governing boundary layer equation of tangent hyperbolic fluid is converted into an ordinary differential equation using similarity transformations, which is then solved numerically by applying the implicit finite difference Keller box method.

The governing boundary-layer equations for this problem are reduced to a non-similar form and are solved numerically by an implicit finite-difference technique.

The mathematical model of three-layered beams developed based on the hypothesis of the Grigolyuk Chulkov and the modified couple stress theory and the size depended equations governing the layers motions on the micro- and nano-scales is constructed.