Sentence examples for describe conveniently from inspiring English sources

Consequently, the average value is not enough to describe conveniently the differences among temperature trajectories, and additional parameters were studied using bivariate plots and analysis of variance as described below.

The decomposition by R&E is illustrated in Figure 2. A fragment is defined as a set of positions of the fixed sequence S. The fragments corresponding to matrix entries in the R& E recursion can be described conveniently by their boundaries.

However real the exploits here may be, they feature characters from X-rated Central Casting (the dominatrix Peter Pan, the judge who wants to be spanked) and are described with conveniently dramatic momentum.

The geologic portions of the carbon cycle can be described most conveniently by following a carbon atom from the moment of its injection into the atmosphere in the form of carbon dioxide released from a volcano.

Four pathways of extrapancreatic perineural spread have been described that conveniently follow small defined arterial pathways.

There is a reason that guidebooks for Switzerland describe Basel as conveniently situated near exciting places like France and Germany.

To conveniently describe the coupled flexure-compression and shear responses, a reinforced concrete wall was idealized with longitudinal and diagonal uniaxial elements.

Again, Blockley and colleagues conveniently describe this protocol, now widely used by researchers in Europe and elsewhere, in greater detail [61].

To conveniently describe the interface between the solid and fluid topological domains, the topology optimization process employed in this paper is filtered using the level set method.

This paper presents such works and employs Damköhler number (Da) to conveniently describe the trade-off between kinetics (reaction time scale) and operating parameters (residence time scale) of the MSR system.

In order to describe our results conveniently, let us define Φ p ( x ) = | x | p − 2 x, Φ q ( x ) = | x | q − 2 x and let Φ p ′ ( x ), Φ q ′ ( x ) denote inverse functions of Φ p and Φ q, where p ′ = p p − 1, q ′ = q q − 1.