Vibrazioni e pressioni critiche delle piastre anulari soggette a pressione radiale.
Sui moti di precessione di un corpo rigido
Questioni di dinamica del solido pesante asimmetrico
Sul problema di De Saint-Venant nei solidi cristallini
Sulle deformazioni elastiche di un involucro omogeneo soggetto a pressione o trazione
Sul moto di un corpo rigido asimmetrico soggetto a forze di potenza nulla
Una proprietà caratteristica delle precessioni regolari del solido pesante asimmetrico
Validità del teorema di menabrea e integrazione del problema dell'elastostatica in casi non isotermi
L'opera scientifica di Ernesto Laura
Sui continui di Cosserat con rotazioni libere
Questioni di stabilità riguardanti le precessioni regolari del solido pesante asimmetrico
Ricordo di Giuseppe Colombo, uno scienziato di fronte al mondo
Linear approximation in Continuum Mechanics
Some critical remarks are made about the theory of Linear Elasticity, questioning on its validity in general. An alternative linear approximation of the exact theory is proposed.
Proprietà variazionali nella meccanica dei continui. Nota I
A variational property of the stress which is present in a Continuum with finite deformations is established, in two different types. The first type is significant from a heuristic point of view, whilst the second one is directly connected with the basic integration problem of the elastic equilibrium.
Proprietà variazionali nella meccanica dei continui. Nota II
A variational property is established, of the stress which is present in a Continuum with finite deformations, in two different types. The first type is significant from a heuristic point of view, whilst the second one is directly connected with the basic integration problem of the elastic equilibrium.
Sulla propagazione di onde termomeccaniche nei continui
It is proposed a theory of propagation of discontinuity waves which is not affected by the paradox of an infinite velocity of propagation of temperature. The theory is based on a constitutive equation of differential type for the heat flux, depending on the deformation of material. Applications are made concerning the case of a non viscous fluid and that of an elastic body.
Sulla propagazione di onde termomeccaniche nei continui
It is proposed a theory of propagation of discontinuity waves which is not affected by the paradox of an infinite velocity of propagation of temperature. The theory is based on a constitutive equation of differential type for the heat flux, depending on the deformation of material. Applications are made concerning the case of a non viscous fluid and that of an elastic body.
Microstrutture. Nota II
Continuing the first lecture with the same title, sufficient conditions which characterize from a mathematical point of view a microstructure with large deformations corresponding to a physical model are established and the general equations on thermodynamical bases are obtained.
Microstrutture. Nota I.
Previously microstructures have been characterized by a rather abstract point of view, whose free energy, which satisfies the principle of material indifference, depends in a very general way on a not exactly established number of variables. We point out that also in the case of large deformations it is possible to conceive physical models of microstructures which admit a free energy of the type previously considered. For this purpose, in this first lecture the necessary premises of a kinematic...
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