S. Lorenzani

发表

A mathematical model for Alzheimer’s disease: An approach via stochastic homogenization of the Smoluchowski equation

B. Franchi, M. Heida, S. Lorenzani, 2019, 1904.11015.

Comment on “Velocity slip coefficients based on the hard-sphere Boltzmann equation” [Phys. Fluids 24, 022001 (2012)]

S. Lorenzani, 2012, 1203.3021.

Semi-analytical Methods of Solution for the BGK-Boltzmann Equation Describing Sound Wave Propagation in Binary Gas Mixtures

S. Lorenzani, 2017 .

High-frequency sound wave propagation in binary gas mixtures flowing through microchannels

M. Bisi, S. Lorenzani, 2016 .

DAMPING FORCES EXERTED BY RAREFIED GAS MIXTURES IN MICRO-ELECTRO-MECHANICAL SYSTEM DEVICES VIBRATING AT HIGH FREQUENCIES

M. Bisi, S. Lorenzani, 2014 .

A Kinetic Model for Vapor‐liquid Flows

L. Gibelli, A. Frezzotti, S. Lorenzani, 2005 .

Smoluchowski Equation with Variable Coefficients in Perforated Domains: Homogenization and Applications to Mathematical Models in Medicine

B. Franchi, S. Lorenzani, 2017 .

Inertial instabilities of fluid flow in precessing spheroidal shells

A. Tilgner, S. Lorenzani, 2003, Journal of Fluid Mechanics.

From a Microscopic to a Macroscopic Model for Alzheimer Disease: Two-Scale Homogenization of the Smoluchowski Equation in Perforated Domains

S. Lorenzani, Bruno Franchi, 2016, Journal of Nonlinear Science.

Analytical and numerical computations for high frequency MEMS

L. Desvillettes, S. Lorenzani, 2012 .

Analysis of damping forces exerted by single-component gases and mixtures in high-frequency MEMS devices

S. Lorenzani, 2015 .

Mean field kinetic theory description of evaporation of a fluid into vacuum

Livio Gibelli, Aldo Frezzotti, Silvia Lorenzani, 2005 .

Variational derivation of thermal slip coefficients on the basis of the Boltzmann equation for hard-sphere molecules and Cercignani–Lampis boundary conditions: Comparison with experimental results

P. Perrier, N. Nguyen, I. Graur, 2020, Physics of Fluids.

From a Microscopic to a Macroscopic Model for Alzheimer Disease: Two-Scale Homogenization of the Smoluchowski Equation in Perforated Domains

Bruno Franchi, Silvia Lorenzani, B. Franchi, 2016, J. Nonlinear Sci..

Fluid instabilities in precessing spheroidal cavities

A. Tilgner, S. Lorenzani, 2001, Journal of Fluid Mechanics.

Inertial Instabilities in Precession Driven Flow

A. Tilgner, S. Lorenzani, 2003 .

Sound wave resonances in micro-electro-mechanical systems devices vibrating at high frequencies according to the kinetic theory of gases

L. Desvillettes, S. Lorenzani, 2012 .

On the application of the BGK kinetic model to the analysis of gas-structure interactions in MEMS

A. Frangi, A. Frezzotti, S. Lorenzani, 2007 .

Kinetic Approach to Gas Flows in Microchannels

L. Gibelli, C. Cercignani, A. Frangi, 2007 .

Variational approach to gas flows in microchannels

Carlo Cercignani, Silvia Lorenzani, Maria Lampis, 2004 .

Homogenization of the discrete diffusive coagulation–fragmentation equations in perforated domains

L. Desvillettes, S. Lorenzani, 2017, Journal of Mathematical Analysis and Applications.

Extraction of Tangential Momentum and Normal Energy Accommodation Coefficients by Comparing Variational Solutions of the Boltzmann Equation with Experiments on Thermal Creep Gas Flow in Microchannels

I. Graur, S. Lorenzani, H. Yamaguchi, 2021, Fluids.

Higher order slip according to the linearized Boltzmann equation with general boundary conditions

S. Lorenzani, 2011, Philosophical Transactions of the Royal Society A: Mathematical, Physical and Engineering Sciences.

Variational derivation of second-order slip coefficients on the basis of the Boltzmann equation for hard-sphere molecules

C. Cercignani, S. Lorenzani, 2010 .

Plane Poiseuille-Couette problem in micro-electro-mechanical systems applications with gas-rarefaction effects

Carlo Cercignani, Silvia Lorenzani, Maria Lampis, 2006 .

Plane Poiseuille Flow with Symmetric and Nonsymmetric Gas‐Wall Interactions

C. Cercignani, S. Lorenzani, M. Lampis, 2004 .

Variational approach to gas flows in microchannels on the basis of the Boltzmann equation for hard-sphere molecules

C. Cercignani, nd Micro, S. Lorenzani, 2009 .

Using the kinetic equations for MEMS and NEMS

C. Cercignani, A. Frezzotti, S. Lorenzani, 2008 .

On The Reynolds Equation For Linearized Models Of The Boltzmann Operator

Carlo Cercignani, Silvia Lorenzani, Maria Lampis, 2007 .

BEM approaches and simplified kinetic models for the analysis of damping in deformable MEMS

S. Lorenzani, C. Cercignania, A. Frangia, 2006 .

Flow of a Rarefied Gas between Parallel and Almost Parallel Plates

C. Cercignani, S. Lorenzani, M. Lampis, 2005 .

BEM approaches and simplified kinetic models for the analysis of damping in deformable MEMS

B. Vigna, A. Frangi, S. Lorenzani, 2007 .

Variational Approach to Plane Poiseuille Flow with General Boundary Conditions

C. Cercignani, S. Lorenzani, M. Lampis, 2003 .

Fluid Instabilities in Precessing Ellipsoidal Shells

S. Lorenzani, 2012 .