Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Gauss's_principle_of_least_constraint> ?p ?o. }
Showing items 1 to 17 of
17
with 100 items per page.
- Gauss's_principle_of_least_constraint abstract "The principle of least constraint is another formulation of classical mechanics enunciated by Carl Friedrich Gauss in 1829.The principle of least constraint is a least squares principle stating that the true motion of a mechanical system of masses is the minimum of the quantityfor all trajectories satisfying any imposed constraints, where , and represent the mass, position and applied forces of the mass.Gauss' principle is equivalent to D'Alembert's principle.The principle of least constraint is qualitatively similar to Hamilton's principle, which states that the true path taken by a mechanical system is an extremum of the action. However, Gauss' principle is a true (local) minimal principle, whereas the other is an extremal principle.".
- Gauss's_principle_of_least_constraint wikiPageExternalLink h047140.htm.
- Gauss's_principle_of_least_constraint wikiPageExternalLink g043500.htm.
- Gauss's_principle_of_least_constraint wikiPageID "5534333".
- Gauss's_principle_of_least_constraint wikiPageRevisionID "569544055".
- Gauss's_principle_of_least_constraint hasPhotoCollection Gauss's_principle_of_least_constraint.
- Gauss's_principle_of_least_constraint subject Category:Classical_mechanics.
- Gauss's_principle_of_least_constraint comment "The principle of least constraint is another formulation of classical mechanics enunciated by Carl Friedrich Gauss in 1829.The principle of least constraint is a least squares principle stating that the true motion of a mechanical system of masses is the minimum of the quantityfor all trajectories satisfying any imposed constraints, where , and represent the mass, position and applied forces of the mass.Gauss' principle is equivalent to D'Alembert's principle.The principle of least constraint is qualitatively similar to Hamilton's principle, which states that the true path taken by a mechanical system is an extremum of the action. ".
- Gauss's_principle_of_least_constraint label "Gauss's principle of least constraint".
- Gauss's_principle_of_least_constraint label "Prinzip des kleinsten Zwanges".
- Gauss's_principle_of_least_constraint label "Принцип наименьшего принуждения".
- Gauss's_principle_of_least_constraint sameAs Prinzip_des_kleinsten_Zwanges.
- Gauss's_principle_of_least_constraint sameAs m.0drb4b.
- Gauss's_principle_of_least_constraint sameAs Q1477313.
- Gauss's_principle_of_least_constraint sameAs Q1477313.
- Gauss's_principle_of_least_constraint wasDerivedFrom Gauss's_principle_of_least_constraint?oldid=569544055.
- Gauss's_principle_of_least_constraint isPrimaryTopicOf Gauss's_principle_of_least_constraint.