![Lagrangian mechanics / Theoretical physics / Principles / Lagrangian / Variational integrator / Action / Variational principle / Discretization / Kinetic energy / Physics / Mathematical analysis / Calculus of variations Lagrangian mechanics / Theoretical physics / Principles / Lagrangian / Variational integrator / Action / Variational principle / Discretization / Kinetic energy / Physics / Mathematical analysis / Calculus of variations](https://www.pdfsearch.io/img/c77b5486c36de854ccff4c3449e901d9.jpg) Date: 2008-01-03 10:26:00Lagrangian mechanics Theoretical physics Principles Lagrangian Variational integrator Action Variational principle Discretization Kinetic energy Physics Mathematical analysis Calculus of variations | | INTERNATIONAL JOURNAL FOR NUMERICAL METHODS IN ENGINEERING Int. J. Numer. Meth. Engng 2007; 00:1–38 Prepared using nmeauth.cls [Version: [removed]v2.02] A Variationally Consistent Mesh Adaptation Method for Explicit Add to Reading ListSource URL: raphael.mit.eduDownload Document from Source Website File Size: 1,77 MBShare Document on Facebook
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