The phrase "a softer potential" is correct and usable in written English.
It can be used when discussing possibilities or outcomes that are less intense or aggressive in nature.
Example: "In this negotiation, we should consider a softer potential that allows for compromise and mutual benefit."
Alternatives: "a gentler possibility" or "a milder option".
The measurement of a low value of γ is consistent with the observed rough surfaces of the crystallites; this may reflect the effects of the softer potential due to the weak charges of our particles.
The relaxation step employs a temporary soft potential that steadily increases the distance between crowders and the protein until the hard sphere repulsive distance is reached.
A soft-core potential was employed for the van der Waals interactions transformed.
In this part, for the soft potential case in the sense that there is no positive power gain of weight in the coercivity estimate on the linearized operator, we derive some new functional estimates on the nonlinear collision operator.
For instance, Strain [8] considered the anisotropic space B ˙ 2 − ϱ, ∞ L v 2 when he studied the optimal decay rate of the solution to the hard and soft potential Boltzmann equation.
Furthermore, it is almost optimal for a class of moderately soft potentials, that is for a moderate singularity.
A soft, DPD-like potential is used to quickly equilibrate the melt at intermediate length-scale following with a replacement of the DPD potential with Lennard Jones potential.
We also present an application of our estimate to the Landau equation with (moderately) soft potentials, providing thus a new proof of some recent results of [30].
Many view networking as a softer skill, failing to see the potential for strategy in its execution.
For very soft potentials, we obtain only a local (in time) well-posedness result, under some integrability conditions.
This paper deals with some global in time a priori estimates of the spatially homogeneous Landau equation for soft potentials γ∈[−2,0). For the first result, we obtain the estimate of weak solutions in LαtL3−εv for α="2(3−ε)3(2−ε) and 0<ε<1, which is an improvement over estimates by Fournier and Guerin [10].
