deformable

  • 61Superficie de fluencia — Comparación de las superficies de fluencia para los criterios de Von Mises y Tresca en usando las tensiones principales como coordenadas. La superficie de fluencia de un material es una construcción abstracta que permite visualizar el conjunto de …

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  • 62AUTOMOBILE - Technologie — Le mot «automobile», assemblant une racine grecque et une racine latine, a été créé à la fin du XIXe siècle pour désigner les nouvelles voitures sans chevaux. D’abord adjectif qualifiant tout véhicule se propulsant à l’aide d’un moteur (voiture,… …

    Encyclopédie Universelle

  • 63deformabil — DEFORMÁBIL, Ă, deformabili, e, adj. (Despre un corp) Care se poate deforma. – Din fr. déformable. Trimis de dante, 14.07.2004. Sursa: DEX 98  deformábil adj. m., pl. deformábili; f. sg. deformábilă, pl …

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  • 64Continuum mechanics — Continuum mechanics …

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  • 65Mirror — looking glass redirects here. For other uses, see Looking Glass (disambiguation). This article is about wave reflectors (mainly, specular reflection of visible light). For other uses, see Mirror (disambiguation). A mirror, reflecting a vase A… …

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  • 66Newton's laws of motion — For other uses, see Laws of motion. Classical mechanics …

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  • 67Barcode — For the taxonomic method, see DNA barcoding. A UPC A barcode symbol A barcode is an optical machine readable representation of data, which shows data about the object to which it attaches. Originally barcodes represented data by varying the… …

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  • 68Discrete element method — A discrete element method (DEM), also called a distinct element method is any of family of numerical methods for computing the motion of a large number of particles of micrometre scale size and above. Though DEM is very closely related to… …

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  • 69Red blood cell — Human red blood cells (6 8μm) Red blood cells (abbreviated RBCs; also referred to as erythrocytes or simply, as red cells[1]) are the most common type of blood cell and the vertebrate organism s principal means of delivering oxygen (O2) to the… …

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  • 70Hamiltonian mechanics — is a re formulation of classical mechanics that was introduced in 1833 by Irish mathematician William Rowan Hamilton. It arose from Lagrangian mechanics, a previous re formulation of classical mechanics introduced by Joseph Louis Lagrange in 1788 …

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