. . "Princip virtu\u00E1ln\u00ED pr\u00E1ce a d'Alembert\u016Fv princip"@cs . "d'Alembert\u016Fv"@cs . "d'Alembert\u016Fv princip je d\u016Fle\u017Eit\u00E9 tvrzen\u00ED t\u00FDkaj\u00EDc\u00ED se z\u00E1kon\u016F pohybu v klasick\u00E9 mechanice. P\u0159edstavuje ekvivalentn\u00ED vyj\u00E1d\u0159en\u00ED druh\u00E9ho Newtonova z\u00E1kona. Nese jm\u00E9no sv\u00E9ho objevitele, kter\u00FDm byl francouzsk\u00FD fyzik a matematik Jean le Rond d'Alembert. d'Alembert\u016Fv princip je z\u00E1kladem lagrangeovsk\u00E9 mechaniky.Tento princip \u0159\u00EDk\u00E1: P\u0159i\u010Dtou-li se ke vti\u0161t\u011Bn\u00FDm sil\u00E1m (vn\u011Bj\u0161\u00ED s\u00EDly i reaktivn\u00ED s\u00EDly vazeb) s\u00EDly setrva\u010Dn\u00E9, budou s\u00EDly mechanick\u00E9ho syst\u00E9mu v rovnov\u00E1ze."@cs . "1970"^^ . "D'Alembert\u016Fv princip"@cs . "Praha"@cs . . . "Klasick\u00E1 mechanika"@cs . "J. W."@cs . "Leech"@cs . "228"^^ . . . . . "Teoretick\u00E1 kni\u017Enice in\u017Een\u00FDra"@cs . . . . . . "Karel Juli\u0161, Ale\u0161 Ba\u010Fura, Petr \u010Cech"@cs . "Miroslav Brdi\u010Dka"@cs . . . . . . . . . "1987"^^ . . "262727"^^ . . "Brdi\u010Dka"@cs . "4"^^ . . . "Hlad\u00EDk"@cs . . "136"^^ . "Arno\u0161t"@cs . "1"^^ . "SNTL"@cs . . "d'Alembert\u016Fv princip je d\u016Fle\u017Eit\u00E9 tvrzen\u00ED t\u00FDkaj\u00EDc\u00ED se z\u00E1kon\u016F pohybu v klasick\u00E9 mechanice. P\u0159edstavuje ekvivalentn\u00ED vyj\u00E1d\u0159en\u00ED druh\u00E9ho Newtonova z\u00E1kona. Nese jm\u00E9no sv\u00E9ho objevitele, kter\u00FDm byl francouzsk\u00FD fyzik a matematik Jean le Rond d'Alembert. d'Alembert\u016Fv princip je z\u00E1kladem lagrangeovsk\u00E9 mechaniky.Tento princip \u0159\u00EDk\u00E1: P\u0159i\u010Dtou-li se ke vti\u0161t\u011Bn\u00FDm sil\u00E1m (vn\u011Bj\u0161\u00ED s\u00EDly i reaktivn\u00ED s\u00EDly vazeb) s\u00EDly setrva\u010Dn\u00E9, budou s\u00EDly mechanick\u00E9ho syst\u00E9mu v rovnov\u00E1ze. d'Alembert\u016Fv princip b\u00FDv\u00E1 tak\u00E9 formulov\u00E1n ve form\u011B virtu\u00E1ln\u00EDch prac\u00ED: P\u0159i vratn\u00E9m virtu\u00E1ln\u00EDm posunut\u00ED (tj. je-li syst\u00E9m podroben oboustrann\u00FDm vazb\u00E1m) je virtu\u00E1ln\u00ED pr\u00E1ce v\u0161ech efektivn\u00EDch sil syst\u00E9mu nulov\u00E1."@cs . . . . . "21"^^ . . "37"^^ . "Miroslav"@cs . . "Teoretick\u00E1 mechanika"@cs . "584"^^ . "3.5"^^ . "d'Alembert\u016Fv princip"@cs . "d'Alembertova principu"@cs . "D'Alembert\u016Fv princip"@cs . . . "17"^^ . "15570171"^^ . . . . "Academia"@cs . "3762"^^ .