activity
20072026
collaborators

7 papers

math-ph2026

Notes on a paper by F. Génot and B. Brogliato on the Painlevé paradox

Stefano Pasquero

We reconsider the analysis of the Classical Painlevé Problem developed by F. Génot and B. Brogliato ([1] New results on Painlevé paradoxes. - European Journal of Mechanics-A/Solids…

math-ph2026

An alternative approach to the Painlevé paradox through constitutive characterization of constraints in impulsive Mechanics

Stefano Pasquero

We frame the Painlevè mechanical system, which has been extensively studied because of the paradox it generates, within the class of Regular Geometric Impulsive Mechanical Systems…

math-ph2026

Geometric characterization of frictional impacts by means of breakable kinetic constraints

Stefano Pasquero

In the context of geometric Impulsive Mechanics of systems with a finite number of degrees of freedom, we model the roughness of a unilateral constraint ${\mathcal S\/}$ by introdu…

math.NA2019

An algorithmic approach to the multiple impact of a disk in a corner

Claudia Fassino, Stefano Pasquero

We present the algorithmic procedure determining the impulsive behavior of a rigid disk having a single or possibly multiple frictionless impact with two walls forming a corner. Th…

math-ph2018

A survey about framing the bases of Impulsive Mechanics of constrained systems into a jet-bundle geometric context

Stefano Pasquero

We illustrate how the different kinds of constraints acting on an impulsive mechanical system can be clearly described in the geometric setup given by the configuration space--time…

physics.class-ph2011

Conditions for the feasibility of multiple rolling for mechanical systems with multiple contact points

Stefano Pasquero

We illustrate a theoretical procedure determining necessary conditions for which simultaneous pure rolling kinetic constraints acting on a mechanical system can be fulfilled. We al…