Sentence examples for equation discuss from inspiring English sources

We compare experimental results with theoretical predictions based on the L-W equation, discuss the mechanism of capillary rise, and propose a conceptual model that can account for the experimental results.

The rate equation discussed in the previous subsection depends crucially on the way, how activity is measured.

Though this equation is similar to the equation discussed in Section 3 in [3], our results are more general than the results obtained in [3].

The height at which the solution reaches inside the capillary is related to the surface tension by the equation discussed below.

An application of this can be found for instance the uncertainty model devoted to Paris Erdogan equation discussed in [58,59].

However, for the KdV equation (discussed in Section  6.2) the spaces X and V have to be chosen to be distinct (see  [8], where X = H 1 and V = H 6, and Example 2).

We derive the continuity, momentum & energy equations, discuss hydrostatic equilibrium, viscous flows, fluid instabilities, and focus on various astrophysical applications such as stellar structure and accretion disks.

We derive the necessary equations, discuss implementational aspects, and show the effectiveness and efficiency of our boundary conditions in test calculations.

I will recall the most important examples of these equations; discuss foundational results and examples; and finally mention a number of questions.

The divide and conquer algorithm for solving equations discussed in the last chapter can be applied to finding extrema of functions of one variable, and therefore of functions defined parametrically on a curve.

We next turn to the quadratic equations discussed earlier.