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... Italian hit, The Stolen Children Muted passion Opera Teorema Queen Elizabeth Hall Synthesis of nature Classical Concert Oslo PO/Jansons Barbican Dated manners, but a dandy moral Benedict Nightingale on a Victorian fin-de-siècle comedy whose message remains equally pertinent at ...
1992 - Gale Group | TDA
... de uma esfera sólida num fluido, e pelo teorema de Stokes, um teorema basilar na análise vetorial.
Tópico(s): Geography and Environmental Studies
2014 - | Revista de Ciência Elementar
Francisco Chirino, Orlando Maeso, Juan J. Aznárez,
... se extrae la singularidad mediante la aplicacion del teorema de Stokes. El procedimiento es completamente general y aplicable a ...
Tópico(s): Advanced Surface Polishing Techniques
2000 - International Centre for Numerical Methods in Engineering | Revista Internacional de Métodos Numéricos para Cálculo y Diseño en Ingeniería
Produção Nacional
Revisado por pares
... disso, será possível fazer algumas aplicações, utilizando o Teorema de Stokes e Gauss para obtenção das futuras Equações de ...
Tópico(s): Experimental and Theoretical Physics Studies
2020 - UNIVERSIDADE ESTADUAL DE MARINGÁ | Revista Tecnológica
Produção Nacional
... infinito. Para isto é necessária a utilização do Teorema de Stokes que no caso do condutor infinito é dispensado. ...
Tópico(s): Experimental and Theoretical Physics Studies
2023 - SOCIEDADE BRASILEIRA DE FÍSICA | Revista Brasileira de Ensino de Física
... 9 Lions, J. L., Quelque Méthodes de résolution des Problemès aux Limites Non-lineaires. Dunod Gauthier, Villars, 1969. Google Scholar 10 Miyakawa, T., ‘On the initial value problem for the Navier–Stokes equations in Lp spaces’, Hiroshima Math. J., 11, 9–20 (1981). Google Scholar 11 Prodi, G., ‘Un Teorema di Unicità per le Equazioni di Navier–Stokes’, ...
Tópico(s): Advanced Mathematical Physics Problems
1999 - Wiley | Mathematical Methods in the Applied Sciences
Produção Nacional
Helber Barros Gomes, Marco Antônio Maringolo Lemes,
... Teoremas do Cálculo Vetorial), o método da matriz (Teorema da decomposição de campos Vetoriais de Cauchy - Stokes) e o método dos mínimos quadrados. Os três ...
Tópico(s): Geophysics and Gravity Measurements
2007 - Sociedade Brasileira de Meteorologia | Revista Brasileira de Meteorologia
José Roberto Mercado Escalante,
No existe, en la actualidad, un teorema general sobre la existencia y la unicidad de las soluciones de la ecuación de Navier-Stokes, la cual describe el flujo de un fluido viscoso e incompresible. Éste es un problema abierto a nivel internacional, llamado el Problema ...
Tópico(s): Plant Water Relations and Carbon Dynamics
2008 - University of Costa Rica | Revista de Matemática Teoría y Aplicaciones
... metodo venne ricavato da considerazioni fisiche basate sul teorema di Stoke per la modifica del metodo di rilassamento di ...
Tópico(s): Diverse Industrial Engineering Technologies
1970 - Elsevier BV | International Journal of Engineering Science
... Madison, 1962 Google Scholar[15] Giovanni Prodi, Un teorema di unicità per le equazioni di Navier-Stokes, Ann. Mat. Pura Appl. (4), 48 (1959), 173– ...
Tópico(s): Advanced Mathematical Physics Problems
1967 - Society for Industrial and Applied Mathematics | SIAM Journal on Applied Mathematics
... i valori prescritti sul limite. La prova del teorema sta in una formula che descrive il ritmo ...
Tópico(s): Fluid Dynamics and Turbulent Flows
1971 - Elsevier BV | International Journal of Engineering Science
Sandra Forte, Luigi Preziosi, Maurizio Vianello,
... Eulero, di Bernoulli, di Navier Stokes e di Stokes. Le equazioni vengono poi applicate sia per dedurre ben note leggi, quali la legge di Stevino, il principio di Archimede e il teorema di Blausius-Kutta, sia per descrivere i flussi ...
2019 - Springer International Publishing | Unitext
Jean‐Paul Brasselet, Nguyễn Thị Bích Thủy,
The Poincaré-Hopf Theorem is one of the mathematical results which are the most used not only in mathematics but also in other fields of sciences (Physics, Chemistry, Biology and even Economy, Psychology, etc.).The Poincaré-Hopf Theorem connects a combinatoric invariant: the Euler-Poincaré characteristic with objects of differential geometry, namely indices of vector fields.There are many proofs of the Theorem, one of the most well-known due to Milnor uses vectorfields with non-degenerate isolated ...
Tópico(s): Advanced Mathematical Theories
2019 - Lázaro, C. and Rodrigues, T. | C Q D - Revista Eletrônica Paulista de Matemática