Publications by ALESSANDRO MUSESTI
- 35. A. Girelli, G. Giantesio, A. Musesti, R. Penta,
Effective governing equations for dual porosity Darcy–Brinkman
systems subjected to inhomogeneous body forces and their
application to the lymph node,
Proceedings of the Royal Society A: Mathematical, Physical and
Engineering Sciences,
Volume 479, Number 2276 (2023), pp. 20230137.
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- 34. G. Giantesio, A. Girelli, A. Musesti,
A mathematical description of the flow in a spherical lymph node,
Bulletin of Mathematical Biology,
Volume 84, Article number: 142 (2022).
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- 33. A. Marzocchi, A. Musesti,
Measure-valued
loads for a hyperelastic model of soft tissues,
International Journal of Non-Linear Mechanics, 137 (2021), 103826.
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- 32. G. Giantesio, A. Girelli, A. Musesti,
A model of the pulsatile fluid flow in the lymph node,
Mechanics Research Communications,
Volume 116, September 2021, 103743.
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- 31. G. Giantesio, A. Musesti, D. Riccobelli,
A comparison between active strain and active stress in transversely isotropic hyperelastic materials,
Journal of Elasticity, 137 (2019), 63-82.
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- 30. G. Giantesio, A. Marzocchi, A. Musesti,
Loss of mass and performance in skeletal muscle tissue: a continuum model,
Communications in Applied and Industrial Mathematics, 9(1) (2018), 1-19.
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- 29. G. Giantesio, A. Musesti,
Strain-dependent internal parameters in hyperelastic
biological materials,
International Journal of Non-Linear Mechanics, 95 (2017), 162-167.
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- 28. G. Giantesio, A. Musesti,
A continuum model of skeletal muscle tissue with loss of
activation, in A. Gerisch, R. Penta, J. Lang (eds) Multiscale
Models in Mechano and Tumor Biology. Lecture Notes in Computational Science and Engineering, vol 122. Springer
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- 27. A. Musesti,
A nonlinear Korn inequality based on the Green-Saint Venant
strain tensor,
Journal of Elasticity, 126, Issue 1 (2017), pp 129–134.
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- 26. A. Musesti, M. Paolini, C. Reale,
An optimal bound on the number of moves for open Mancala,
Discrete Mathematics, 338 Issue 11 (2015), 1872-1844.
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- 25. A. Musesti, G. G. Giusteri, A. Marzocchi,
Predicting Ageing: On the Mathematical Modelization of Ageing
Muscle Tissue,
in G. Riva et al. (Eds.),
Active Ageing and Healthy Living,
IOS Press, 2014, 185-192.
- 24. G. G. Giusteri, A. Marzocchi, A. Musesti,
Steady free fall of one-dimensional bodies in a hyperviscous fluid
at low Reynolds number,
EECT, 3, no. 3 (2014), 429-445.
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- 23. G. G. Giusteri, A. Marzocchi, A. Musesti,
Nonlinear free fall of one-dimensional rigid bodies in hyperviscous fluids,
DCDS-B, 19, no. 7 (2014), 2145-2157.
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- 22. A. Giacomini, A. Musesti,
Quasi-static evolutions in linear perfect plasticity as a
variational limit of finite plasticity: a one-dimensional case,
M3AS, 23, no. 7 (2013), 1275-1308.
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- 21. G. Francfort, A. Giacomini, A. Musesti,
On the Fleck and Willis homogenization procedure in strain gradient
plasticity,
DCDS-S, 6
(1) (2013), 43-62.
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- 20. G. G. Giusteri, A. Marzocchi, A. Musesti,
Nonsimple isotropic incompressible linear fluids
surrounding one-dimensional structures,
Acta Mechanica,
217 (3) (2011), 191-204.
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- 19. A. Giacomini, A. Musesti,
Two-scale homogenization for a model in strain gradient
plasticity,
ESAIM Control Optim. Calc. Var.,
17, Issue 04 (2011), 1035-1065.
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- 18. G. G. Giusteri, A. Marzocchi, A. Musesti,
Three-dimensional nonsimple viscous liquids dragged
by one-dimensional immersed bodies,
Mechanics Research Communications,
37 (2010), pp. 642-646.
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- 17. A. Musesti,
Isotropic linear constitutive relations for nonsimple fluids,
Acta Mechanica 204, Issue1 (2009), 81-88.
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- 16. M. Degiovanni, A. Marzocchi, A. Musesti,
Virtual powers on diffused subbodies and normal traces of
tensor-valued measures,
in M. Silhavý ed., Mathematical modeling of bodies with complicated bulk and
boundary behavior, Quaderni di Matematica, vol. 20, 21-53.
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- 15. F. Borgonovi, G. L. Celardo, A. Musesti, R. Trasarti-Battistoni, P. Vachal,
Topological nonconnectivity threshold in long-range spin
systems,
Phys. Rev. E 73, 026116 (2006).
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- 14. M. Degiovanni, A. Marzocchi, A. Musesti,
Edge-force densities and second-order powers,
Annali di Matematica pura ed Applicata, 185 (2006), n. 1, 81-103.
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- 13. M. Degiovanni, A. Marzocchi, A. Musesti,
Edge contact forces in continuous media,
in Trends and Applications of Mathematics to Mechanics - STAMM 2002,
Springer (2005), 39-48.
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- 12. C. Banfi, A. Marzocchi, A. Musesti,
On the Principle of Virtual Powers in Continuum Mechanics,
Ricerche di Matematica,
55, no. 2 (2006), pp. 299-310.
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- 11. A. Musesti,
Equazioni di bilancio della Meccanica dei Continui
nell'ambito della Teoria Geometrica della Misura,
Bollettino dell'Unione Matematica Italiana, (8)
7-B (2004), 305-318.
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- 10. A. Marzocchi, A. Musesti,
Balance laws and weak boundary conditions in Continuum
Mechanics,
Journal of Elasticity, 74, n. 3 (2004), 239-248.
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(Copyright by Springer Netherlands.
The original publication is available on
SpringerLINK).
- 9. A. Marzocchi, A. Musesti,
The Cauchy Stress Theorem for bodies with finite perimeter,
Rendiconti del Seminario Matematico
dell'Università di Padova,
109 (2003), 1-11.
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- 8. A. Marzocchi, A. Musesti,
Balanced powers in Continuum Mechanics,
Meccanica, 74 (2003), 369-389.
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- 7. M. Degiovanni, A. Musesti, M. Squassina,
On the regularity of solutions in the Pucci-Serrin identity,
Calculus of Variations and Partial Differential Equations,
18 (2003), 317-334.
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- 6. S. Lancelotti, A. Musesti, M. Squassina,
Infinitely many solutions for polyharmonic elliptic
problems with broken symmetries,
Mathematische Nachrichten, 253 (2003), 35-44.
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- 5. A. Musesti,
Balance laws in Continuum Mechanics: a
measure-theoretical approach, (Ph.D. dissertation).
You can find a summary of the results in the paper
A. Musesti,
Le leggi di bilancio della Meccanica dei Continui secondo la Teoria
della Misura,
Boll. U.M.I. Sez. A, Serie VIII,
Vol. VI-A, Agosto 2003, 307-309.
- 4. A. Musesti, M. Squassina,
Asymptotics of solutions for fully nonlinear
elliptic problems at nearly critical growth,
Zeitschrift für Analysis und ihre Anwendungen, 21
(2002) (1), 185-201.
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- 3. A. Marzocchi, A. Musesti,
On the measure-theoretic foundations of the Second Law of
Thermodynamics,
Mathematical Models and Methods in Applied Sciences
(M3AS), 12, no. 5 (2002), 721-736.
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- 2. A. Marzocchi, A. Musesti,
Decomposition and integral representation of Cauchy Interactions
associated with measures,
Continuum Mechanics and Thermodynamics,
13 (2001), 149-169.
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- 1. M. Degiovanni, A. Marzocchi, A. Musesti,
Cauchy fluxes associated with tensor fields having divergence
measure,
Archive for Rational Mechanics and Analysis,
147 (1999) n. 3, 197-223.
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Alessandro Musesti 2019/10/10