Fractional approach for analysis of the model describing wind-influenced projectile motion -
IOPscience Skip to content IOP Science home Accessibility Help Search Journals Journals list …

This book is the very first one in the English language entirely dedicated to the Lambert W
function, its generalizations, and its applications. One goal is to promote future research on …

The analysis of wind-influenced projectile motion in the case of linear and nonlinear
(quadratic or nonquadratic) drag force is reviewed. For quadratic or more general nonlinear …

All the roots of the general n th degree trinomial admit certain convenient representations in
terms of the Lambert and Euler series for the asymmetric and symmetric cases of the …

In this paper we show two applications for a generalization of the Lambert W function.
Explicit calculations are given for the inverse Langevin function that plays an important role …

Well-tempering stands among the few classical methods of screening vacuum energy to
deliver a late-time, low energy vacuum state. We build on the class of Horndeski models that …

In this manuscript the fractional form of wind-influenced projectile motion equations which
have a significant place in physics is extensively investigated by preserving dimensionality …

In this article, we revisit projectile motion assuming a retarding force proportional to the
velocity, $\vec {{F} _ {r}}=-{mk}\vec {V} $. We obtain an analytical expression for the set of …

The transcendental equation xex= z and its solutions, described by the Lambert W function,
often occur in physics and mathematics. In the last decades it turned out that the study of …

Risk assessment plays a crucial role in the arrangement design of storage vessels with
flammable fuels or explosible chemicals. Underestimating the safety distance between …