most citedThermal convection in a higher velocity gradient and higher temperature gradient fluid

1 citations · 2 across the 5 of their papers we have counts for

collaborators

5 papers

math.AP2026

Existence and uniqueness of minimizers for axisymmetric nematic films

Giulia Bevilacqua, Chiara Lonati, Luca Lussardi +1

Nematic surfaces are thin liquid films endowed with in-plane orientational order. We study a variational model in which the nematic director is constrained to lie in the tangent sp…

math.AP2024

Soap films: from the Plateau problem to deformable boundaries

Giulia Bevilacqua, Luca Lussardi, Alfredo Marzocchi

A review on the classical Plateau problem is presented. Then, the state of the art about the Kirchhoff-Plateau problem is illustrated as well as some possible future directions of…

physics.flu-dyn2024★ 1 cited

Thermal convection in a higher velocity gradient and higher temperature gradient fluid

Giulia Giantesio, Alberto Girelli, Chiara Lonati +3

We analyse a model for thermal convection in a class of generalized Navier-Stokes equations containing fourth order spatial derivatives of the velocity and of the temperature. The…

math.AP2024★ 1 cited

A variational analysis of nematic axisymmetric films: the covariant derivative case

Giulia Bevilacqua, Chiara Lonati, Luca Lussardi +1

Nematic surfaces are thin fluid structures, ideally two-dimensional, endowed with an in-plane nematic order. In 2012, two variational models have been introduced by Giomi [11] and…

math-ph2024

Self-contact preventing energy for tubular rods

Chiara Lonati, Alfredo Marzocchi

We introduce a generalization of Mobius energy for knots to an energy functional for tubular neighbourhoods of closed inextensible curves. We prove the continuity of the energy and…