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In this paper we deal with the stationary Navier-Stokes problem in a domain with compact Lipschitz boundary and datum in Lebesgue spaces. We prove existence of a solution for arbitrary values of the fluxes through the connected components of , with possible countable exceptional set, provided is the sum of the gradient of a harmonic function and a sufficiently small field, with zero total flux for bounded.
Il Principio delle Velocità Virtuali fornisce una caratterizzazione delle configurazioni di equilibrio di un sistema meccanico soggetto a vincoli di mobilità e sotto l'azione di forze assegnate. La sua idea germinale risale ad Aristotele e si evolve nei secoli, grazie ai contributi di valenti scienziati medioevali e dei fondatori della moderna Meccanica, per giungere alla sua formulazione con Johann Bernoulli. Il Principio si impone definitivamente quando Joseph Louis Lagrange lo pone a fondamento...
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