Foreign-exchange option - Revision history

2405:B000:303:28:0:0:29:9: /* Valuation: the Garman–Kohlhagen model {{Anchor|Garman–Kohlhagen model}} */

2014-12-09T04:01:12Z

Valuation: the Garman–Kohlhagen model {{Anchor|Garman–Kohlhagen model}}

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188.243.32.107: Fixed link to Notional_amount

2014-02-09T16:48:15Z

Fixed link to Notional_amount

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148.106.154.38 at 11:30, 26 November 2013

2013-11-26T11:30:17Z

← Older revision		Revision as of 13:30, 26 November 2013
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			[[File:Stress Strain Ductile Material.png\|thumb\|250px\|The area under the linear portion of a stress-strain curve is the resilience of the material]]
			'''Resilience''' is the ability of a material to absorb energy when it is [[Deformation (engineering)\|deformed]] [[Elasticity (physics)\|elastically]], and release that energy upon unloading. '''Proof resilience''' is defined as the maximum energy that can be absorbed within the elastic limit, without creating a permanent distortion. The '''modulus of resilience''' is defined as the maximum energy that can be absorbed per unit volume without creating a permanent distortion. It can be calculated by [[integral\|integrating]] the [[stress-strain curve]] from zero to the elastic limit. In uniaxial tension,

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			where ''U<small>r</small>'' is the modulus of resilience, ''σ<small>y</small>'' is the [[Yield (engineering)\|yield strength]], and ''E'' is the [[Young's modulus]].<ref>{{cite book \|title=Elements of Metallurgy and Engineering Alloys \|first=Flake C. \|last=Campbell \|year=2008 \|publisher=ASM International \|isbn=9780871708670 \|page=206}}</ref>

			==Unit of Resilience==
			Resilience (''U''<sub>r</sub>) is measured in a unit of [[joule]] per [[cubic metre]] (J·m<sup>–3</sup>) in the [[SI]] system, ''i.e.'' elastical deformation energy per volume of test specimen (merely for gage-length part).

			Like the unit of tensile [[toughness]] (''U''<sub>T</sub>), the unit of resilience can be easily calculated by using area underneath the stress–strain (''σ''–''ε'') curve, which gives resilience value, as given below:<ref>{{cite journal\|author=O.Balkan and H.Demirer\|title=Polym. Compos.\|volume=31\|page=1285\|year=2010\|ISSN=1548-0569}}</ref>

			''U''<sub>r</sub> = Area underneath the stress–strain (''σ''–''ε'') curve = ''σ'' × ''ε''

			''U''<sub>r</sub> = MPa × % = (N·m<sup>−2</sup>·10<sup>6</sup>)·(m·m<sup>–1</sup>·10<sup>–2</sup>)

			''U''<sub>r</sub> = N·m·m<sup>–3</sup>·10<sup>4</sup>

			'''''U''<sub>r</sub> = J·m<sup>–3</sup>·10<sup>4</sup>'''


			==References==
			{{Reflist\|colwidth=70em}}

			[[Category:Elasticity (physics)]]

			{{classicalmechanics-stub}}

			[[hu:Reziliencia]]
			[[simple:Resilience]]
			[[sr:Резилијенција]]

67.43.92.191: /* Example */

2012-03-27T16:16:34Z

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