Diferenciální operátory v mechanice kapalin

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Title in English Differential operators in fluid mechanics
Authors

MUSILOVÁ Jana MUSILOVÁ Pavla

Year of publication 2013
Type Article in Periodical
Magazine / Source Československý časopis pro fyziku
MU Faculty or unit

Faculty of Science

Citation
Field Theoretical physics
Keywords fluid mechanics; differential operators; equation of continuity; Bernoulli equation
Description Differential operators as gradient, divergence, rotation, Laplace operator etc. are important concepts not only of mathematical analysis or differential geometry, but primarily of physics. We show that for understanding of the meaning and applications of them one can use an elementary but still mathematically correct explanation. As an appropriate discipline for such an explanation appears mechanics of fluids, especially its concrete problems as distribution of pressure or two important conservation laws in fluid mechanics – continuity equation and Bernoulli equation.

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