Monthly Archives: January 2022

55 posts

JCP paper on free-surface problems with moving contact line

A new article on free-surface problems with moving contact line by Ivan Fumagalli, Nicola Parolini and Marco Verani has appeared on Journal of Computational Physics. The article can be downloaded at the following link https://authors.elsevier.com/a/1WD4K508Haf6U Title: On a free-surface problem with moving contact line: From variational principles to stable numerical approximations Authors: […]

MOX Report on Multi-material Topology Optimization

  A new report on topology optimization of multiple anisotropic materials by Francesco Regazzoni, Nicola Parolini and Marco Verani has appeared in the MOX Report Collection. The report can be donwloaded at the following link http://www.mate.polimi.it/biblioteca/add/qmox/65-2017.pdf Title: Topology optimization of multiple anisotropic materials, with application to self-assembling diblock copolymers Authors: Francesco Regazzoni, Nicola […]

C&F paper on control of compressible-incompressible flows

  A new paper by Mattia Tamellini, Nicola Parolini and Marco Verani on the control of compressible-incompressible flows has been published on Computers&Fluids. The article can be downloaded at the following link https://www.sciencedirect.com/science/article/pii/S0045793018301439 Title: An optimal control problem for two-phase compressible-incompressible flows Authors: Mattia Tamellini, Nicola Parolini, Marco Verani Abstract: In this work two-phase […]

C&F paper on optimal control of ink-jet printing

  A new paper by Ivan Fumagalli, Nicola Parolini and Marco Verani on the optimal control of ink-jet printing process has been published on Computers&Fluids. The article can be downloaded at the following link https://www.sciencedirect.com/science/article/pii/S0045793018302640 Title: Optimal control in ink-jet printing via instantaneous control Authors: Ivan Fumagalli, Nicola Parolini, Marco Verani Abstract: This […]

MOX report on the convergence of OpenFOAM discretisations of the Laplace operator on non-orthogonal meshes

A new MOX report proving the convergence of cell centered finite volume discretisations used in the OpenFOAM software for the Laplace operator also on non-orthogonal meshes as been published by Alessandro Della Rocca and Luca Bonaventura.  The report can be downloaded from https://www.mate.polimi.it/biblioteca/add/qmox/37-2018.pdf