extruded aluminum shapes!

extruded aluminum shapes

Comprehensive Analysis

1) "Extruded" -- As to extruded aluminum shapes ex�trude Pronunciation: ik-'strüd Function: verb Inflected Form(s): ex�trud�ed; ex�trud�ing Etymology: Latin extrudere, from ex- + trudere to thrust -- more at THREAT transitive verb 1 : to force, press, or push out 2 : to shape (as metal or plastic) by forcing through a die intransitive verb : to become extruded - ex�trud�abil�i�ty /-"strü-d&-'bi-l&-tE/ noun - ex�trud�able /-'strü-d&-b&l/ adjective - ex�trud�er /-'strü-d&r/ noun Pronunciation Symbols ..." 2) "Aluminum" -- As to extruded aluminum shapes alu�mi�num Pronunciation: &-'lü-m&-n&m Function: noun Usage: often attributive Etymology: New Latin, from alumina : a bluish silver-white malleable ductile light trivalent metallic element that has good electrical and thermal conductivity, high reflectivity, and resistance to oxidation and is the most abundant metal in the earth's crust where it always occurs in combination -- see ELEMENT table Pronunciation Symbols 13 magnesium ← aluminium → silicon B ↑ Al ↓ Ga General Name, Symbol, Number aluminium, Al, 13 Chemical series poor metals Group, Period, Block 13, 3, p Appearance silvery Atomic mass 26.9815386(8)  g·mol−1 Electron configuration [Ne] 3s2 3p1 Electrons per shell 2, 8, 3 Physical properties Phase solid Density (near r.t.) 2.70  g·cm−3 Liquid density at m.p. 2.375  g·cm−3 Melting point 933.47 K (660.32 °C, 1220.58 °F) Boiling point 2792 K (2519 °C, 4566 °F) Heat of fusion 10.71  kJ·mol−1 Heat of vaporization 294.0  kJ·mol−1 Heat capacity (25 °C) 24.200  J·mol−1·K−1 Vapor pressure P(Pa) 1 10 100 1 k 10 k 100 k at T(K) 1482 1632 1817 2054 2364 2790 Atomic..." 3) "Shapes" -- As to extruded aluminum shapes 1shape Pronunciation: 'shAp Function: verb Inflected Form(s): shaped; shap�ing Etymology: Middle English, from Old English sceapen, gescapen, past participle of scieppan; akin to Old High German skepfen to shape transitive verb 1 : FORM, CREATE; especially : to give a particular form or shape to 2 obsolete : ORDAIN, DECREE 3 : to adapt in shape so as to fit neatly and closely <a dress shaped to her figure> 4 a : DEVISE, PLAN <shape a policy> b : to embody in definite form <shaping a folktale into an epic> 5 a : to make fit for (as a particular use or purpose) : ADAPT <shape the questions to fit the answers> b : to determine or direct the course or character of <events that shaped history> c : to modify (behavior) by rewarding changes that tend toward a desired response intransitive verb 1 : to come to pass : HAPPEN <it's shaping up that I am known now for my husbands -- Leslie Marmon Silko> 2 : to take on or approach a mature or definite form -- often used with up <the summer is shaping up to be one of the hottest on record> - shap�er noun Pronunciation Symbols It has been suggested that Glossary of shapes with metaphorical names be merged into this article or section. (Discuss) Shape (OE. sceap Eng. created thing), refers to the external two-dimensional outline, appearance or configuration of some thing - in contrast to the matter or content or substance of which it is composed. In geometry, two sets have the same shape if one can be transformed to another by a combination of translations, rotations and uniform scalings. In other words, the shape of a set is all the geometrical information that is invariant to location, scale and rotation. Shapes of physical objects are equal if the subsets of space these objects occupy satisfy the definition above. In particular, the shape does not depend on the size of the object. Shape can also have a looser definition as the appearance of something, especially its outline (Wiktionary). Such a definition agrees with the above in that the shape does not depend on its position, size or orientation. However it does not always imply an exact mathematical transformation. For example it is common to talk of star-shaped objects even though the number of points of the star is undefined. Typically the shape of an object can be characterized by basic geometry such as points, line, curves, plane, and so on. Objects which are geometrically similar either have the same shape or one has the same shape as the other's mirror image (or both if they are themselves symmetric). Congruent objects are similar and also have the same size. Thus one object has the same size and shape as either the other object or its mirror image. For an object of greater than 2 dimensions, one can always reduce the dimensions of the shape by considering the shape of a cross section or a projection. The cross-section of a spherical object, for example, will be circular. More complex shapes would, however, generate various curvatures depending on the type of cross-section (e.g. horizontal, vertical). Because of the variation possible in taking cross-section, the orientation of the object is critical. ..." 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