Sentence examples for the steep potential from inspiring English sources

Under the hypotheses ((V_{1})) and ((V_{2})), (lambda V( x)) is called the steep potential well whose depth is controlled by the parameter λ.

So far, the steep potential well has been introduced to the study of many types of nonlinear differential equations such as Kirchhoff type equations [6], Hamiltonian systems [7], Schrödinger Poisson systems [8], and biharmonic equation [9, 10].

The WS potential has the distinct structure with smooth potential bottom and steep potential wall, which guarantees a stable particle motion within the potential and avoids the unexpected noises for the SR system.

Confronted by the steep cost, potential renters may want to seek solace at Mclynn's, a nearby Irish pub and restaurant that is trying to figure out how to attract tournament visitors.

But for the generalized fractional Schrödinger equations (1.1) with perturbation and steep potential well, there are very few results.

The other is the notion that miniaturization of magnetic field structures enables the creation of large field gradients, i.e., large forces and steep potential wells.

After this plateau, a steep potential decrease was measured (Figure 2a), indicating that dissolved hydrogen sulfide was starting to accumulate in the pore water surrounding the probe, at a depth of 25 mm inside the wood (Figure 2a).

This paper considers a class of sublinear biharmonic equations with steep potential well.

In this paper, we consider a fractional Schrödinger equation with steep potential well and sublinear perturbation.

Biharmonic equations with steep potential well have attracted much attention in recent years.

From ((V_{1}))–((V_{3})), we can see ρV represents a steep potential well whose depth is controlled by ρ.