Bidirectional associative memory - Revision history

en>Glenn: catspec

2014-06-01T19:08:55Z

catspec

← Older revision		Revision as of 21:08, 1 June 2014
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	~~Bonus: WP Twin and WP Twin Auto Backup: (link to ) While not a theme~~, ~~I think this software is essential if you are maintaining your Wordpress blog or regularly create new blog sites. It~~ is ~~used by around 25% of all new websites,~~ and ~~there are more than 27 thousand plugins currently available~~. The ~~effect~~ is to ~~promote older posts by moving them back onto the front page and into the rss feed~~. ~~Donor oocytes~~ and ~~menopausal pregnancy: Oocyte donation to women of advanced reproductive age: pregnancy results and obstetrical outcomes in patients 45 years and older~~. ~~Understanding how~~ Word - Press ~~works can be~~ a ~~challenge~~, ~~but it is not too difficult when~~ you ~~learn more about it~~. <br><br>~~Thus, it is imperative that~~ you ~~must Hire~~ Word - Press ~~Developers who~~ have the ~~expertise~~ and ~~proficiency in delivering~~ theme ~~integration~~ and ~~customization services. If~~ a ~~newbie missed a certain part of~~ the ~~video then they could always rewind~~. ~~Which~~ is ~~perfect for building~~ a ~~mobile site for business use. They provide many such popular products which~~ you can ~~buy for your baby~~. ~~Here is more information in regards to [http://d2.ae/backup_plugin_153835 wordpress dropbox backup] have a look at our website. The biggest advantage of~~ using a ~~coupon or deal plugin is that it gives~~ your ~~readers~~ the ~~coupons and deals within minutes of them becoming available~~. <br><br>Usually, Wordpress owners selling the ad space on monthly basis and this means a residual income source. Browse through the popular Wordpress theme clubs like the Elegant Themes, Studio Press, Woo - Themes, Rocket Theme, Simple Themes and many more. I've applied numerous Search engine optimization-ready Word - Press ~~themes and I~~ can ~~say from knowledge that I consider~~ the ~~Genesis Search engine marketing panel one particular of~~ the ~~simplest to use. Newer programs allow website owners~~ and ~~internet marketers to automatically and dynamically change words in their content to match~~ the ~~keywords entered by their web visitors~~ in ~~their search queries'a feat~~ that ~~they cannot easily achieve with older software~~. ~~Premium vs Customised Word - Press Themes - Premium themes are a lot like customised themes but without~~ the ~~customised price~~ and ~~without the wait~~. <br><br>~~Google Maps Excellent navigation feature with Google Maps and latitude, for letting people who~~ have ~~access~~ to ~~your account Latitude know exactly~~ where you ~~are~~. ~~The SEOPressor Word~~ - ~~Press SEO Plugin works by analysing each page and post against your chosen keyword (or keyword phrase) and giving~~ a ~~score,~~ with ~~instructions on how to improve~~ it~~. The templates are designed~~ to ~~be stand alone pages that have a~~ different ~~look and feel from the rest of your website~~. ~~Word - Press is the most popular open source content management system (CMS)~~ in ~~the world today~~. ~~This includes enriching the content with proper key words~~, ~~tactfully defining the tags~~ and ~~URL~~. <br><br>~~Every single module contains published data and guidelines, usually~~ a ~~lot more than 1 video, and when pertinent, incentive links and PDF files~~ to ~~assist you out~~. ~~Being~~ a ~~Plugin Developer, it is important for you to know~~ that ~~development~~ of ~~Word - Press driven website should be done only when you enable debugging~~. ~~As a result, it is really crucial~~ to ~~just take aid~~ of some experience when searching for superior quality totally free Word - Press themes, Word - Press Premium Themes for your web site. Thus, Word - Press is a good alternative if you are looking for free blogging software. For your information, it is an open source web content management system.		by Nas, is very fitting and the film agrees with it. The next step is to visit your Word - Press blog dashboard. These templates are professionally designed and are also Adsense ready. Word - Press also provides protection against spamming, as security is a measure issue. After activating, you will find their website link and get the activation code from their website. <br><br>

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en>BD2412: Fixing links to disambiguation pages using AWB

2014-02-23T17:56:51Z

Fixing links to disambiguation pages using AWB

← Older revision		Revision as of 19:56, 23 February 2014
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	~~The '''Hosford yield criterion''' is a function that is used~~ to ~~determine whether~~ a ~~material has undergone plastic yielding under the action of stress.~~		Bonus: WP Twin and WP Twin Auto Backup: (link to ) While not a theme, I think this software is essential if you are maintaining your Wordpress blog or regularly create new blog sites. It is used by around 25% of all new websites, and there are more than 27 thousand plugins currently available. The effect is to promote older posts by moving them back onto the front page and into the rss feed. Donor oocytes and menopausal pregnancy: Oocyte donation to women of advanced reproductive age: pregnancy results and obstetrical outcomes in patients 45 years and older. Understanding how Word - Press works can be a challenge, but it is not too difficult when you learn more about it. <br><br>Thus, it is imperative that you must Hire Word - Press Developers who have the expertise and proficiency in delivering theme integration and customization services. If a newbie missed a certain part of the video then they could always rewind. Which is perfect for building a mobile site for business use. They provide many such popular products which you can buy for your baby. Here is more information in regards to [http://d2.ae/backup_plugin_153835 wordpress dropbox backup] have a look at our website. The biggest advantage of using a coupon or deal plugin is that it gives your readers the coupons and deals within minutes of them becoming available. <br><br>Usually, Wordpress owners selling the ad space on monthly basis and this means a residual income source. Browse through the popular Wordpress theme clubs like the Elegant Themes, Studio Press, Woo - Themes, Rocket Theme, Simple Themes and many more. I've applied numerous Search engine optimization-ready Word - Press themes and I can say from knowledge that I consider the Genesis Search engine marketing panel one particular of the simplest to use. Newer programs allow website owners and internet marketers to automatically and dynamically change words in their content to match the keywords entered by their web visitors in their search queries'a feat that they cannot easily achieve with older software. Premium vs Customised Word - Press Themes - Premium themes are a lot like customised themes but without the customised price and without the wait. <br><br>Google Maps Excellent navigation feature with Google Maps and latitude, for letting people who have access to your account Latitude know exactly where you are. The SEOPressor Word - Press SEO Plugin works by analysing each page and post against your chosen keyword (or keyword phrase) and giving a score, with instructions on how to improve it. The templates are designed to be stand alone pages that have a different look and feel from the rest of your website. Word - Press is the most popular open source content management system (CMS) in the world today. This includes enriching the content with proper key words, tactfully defining the tags and URL. <br><br>Every single module contains published data and guidelines, usually a lot more than 1 video, and when pertinent, incentive links and PDF files to assist you out. Being a Plugin Developer, it is important for you to know that development of Word - Press driven website should be done only when you enable debugging. As a result, it is really crucial to just take aid of some experience when searching for superior quality totally free Word - Press themes, Word - Press Premium Themes for your web site. Thus, Word - Press is a good alternative if you are looking for free blogging software. For your information, it is an open source web content management system.

	~~== Hosford yield criterion for isotropic plasticity ==~~
	~~[[Image:Hosford plane stress.png\|280px\|right\|thumb\|The plane stress~~, ~~isotropic, Hosford yield surface for three values of ''n'']]~~
	~~The Hosford yield criterion for isotropic materials <ref>Hosford, W~~. ~~F. (1972). ''A generalized isotropic yield criterion'', Journal~~ of ~~Applied Mechanics~~, v. ~~39, n. 2, pp. 607-609.</ref>~~ is ~~a generalization of~~ the ~~[[von Mises yield criterion]]~~. ~~It has the form~~
	:~~<math>~~
	~~\tfrac{1}{2}\|\sigma_2~~-~~\sigma_3\|^n + \tfrac{1}{2}\|\sigma_3-\sigma_1\|^n + \tfrac{1}{2}\|\sigma_1-\sigma_2\|^n = \sigma_y^n \~~,
	<~~/math~~>
	~~where~~ <~~math>\sigma_i</math~~>, ~~i=1,2,3 are the [[Stress_%28physics%29#Principal_stresses_and_stress_invariants\|principal stresses]], <math>n</math>~~ is ~~a material~~-~~dependent exponent~~ and ~~<math>\sigma_y</math> is the [[yield stress]]~~ in ~~uniaxial tension/compression~~.

	~~Alternatively,~~ the ~~yield criterion may be written as~~
	:~~<math>~~
	~~\sigma_y = \left(\tfrac{1}{2}\|\sigma_2-\sigma_3\|^n + \tfrac{1}{2}\|\sigma_3-\sigma_1\|^n + \tfrac{1}{2}\|\sigma_1-\sigma_2\|^n\right)^{1~~/~~n} \,~~.
	</~~math>~~
	~~This expression has~~ the ~~form~~ of ~~an ''L''<sup>''p''~~<~~/sup~~> ~~[[Lp space\|norm]] which is defined as~~
	:<~~math~~>~~\ \\|x\\|_p=\left(\|x_1\|^p+\|x_2\|^p+\cdots+\|x_n\|^p\right)^{1/p} \~~,.~~</math>~~
	~~When <math>p = \infty</math>,~~ the ~~we get~~ the ~~''L''<sup>∞</sup> norm~~,
	~~:<math>\ \\|x\\|_\infty=\max \left\{\|x_1\|~~, ~~\|x_2\|~~, ~~\ldots~~, ~~\|x_n\|\right\}</math>~~. ~~Comparing this with the Hosford criterion~~
	~~indicates that if~~ '~~'n'' = ∞, we have~~
	~~:<math>~~
	~~(\sigma_y)_{n\rightarrow\infty} = \max \left(\|\sigma_2~~-~~\sigma_3\|, \|\sigma_3~~-~~\sigma_1\|,\|\sigma_1-\sigma_2\|\right) \,.~~
	~~</math>~~
	~~This is identical~~ to ~~the [[Tresca yield criterion]]~~.

	~~Therefore, when ''n = 1'' or ''n'' goes~~ to ~~infinity the Hosford criterion reduces~~ to the ~~[[Tresca yield criterion]]. When~~ '~~'n = 2'' the Hosford criterion reduces to the [[von Mises yield criterion]].~~

	~~Note~~ that ~~the exponent ''n'' does not need to be an integer~~.

	~~=== Hosford yield criterion for plane stress ===~~
	~~For the practically important situation of plane stress, the Hosford yield criterion takes the form~~
	~~:<math>~~
	~~\cfrac{1}{2}\left(\|\sigma_1\|^n + \|\sigma_2\|^n\right) + \cfrac{1}{2}\|\sigma_1~~-~~\sigma_2\|^n = \sigma_y^n \,~~
	~~</math>~~
	~~A plot of~~ the ~~yield locus in plane stress for various values of~~ the ~~exponent~~ <~~math~~>~~n \ge 1~~<~~/math~~> ~~is shown in the adjacent figure.~~

	~~== Logan-Hosford yield criterion for anisotropic plasticity ==~~
	~~[[Image:Hosford aniso plane stress.png\|280px\|right\|thumb\|The plane stress~~, ~~anisotropic, Hosford yield surface~~ for ~~four values of ''n'' and R=2~~.~~0]]~~
	The ~~Logan~~-~~Hosford yield criterion for anisotropic plasticity <ref>Hosford, W. F.,~~ (~~1979~~), ~~''On yield loci of anisotropic cubic metals'', Proc. 7th North American Metalworking Conf., SME, Dearborn, MI.</ref><ref>Logan, R. W~~. and ~~Hosford, W~~. ~~F.,~~ (~~1980~~)~~, '' Upper-Bound Anisotropic Yield Locus Calculations Assuming< 111>-Pencil Glide'', International Journal of Mechanical Sciences, v~~. 22, ~~n. 7, pp~~. ~~419-430.</ref> is similar to [[Hill yield criteria\|Hill's generalized yield criterion]] and has the form~~
	:<~~math~~>
	~~F\|\sigma_2-\sigma_3\|^n + G\|\sigma_3-\sigma_1\|^n + H\|\sigma_1-\sigma_2\|^n = 1 \,~~
	<~~/math>~~
	~~where ''F,G,H'' are constants, <math>\sigma_i</math~~> ~~are the principal stresses,~~ and ~~the exponent ''n'' depends on the type of crystal (bcc~~, ~~fcc, hcp, etc.) and has~~ a ~~value much greater~~ than ~~2.<ref name=HosfordBook>Hosford~~, ~~W. F.~~, ~~(2005), '''Mechanical Behavior of Materials''', p~~. 92, ~~Cambridge University Press.</ref> Accepted values~~ of ~~<math>n</math> are 6 for [[Body~~-~~centered cubic\|bcc]] materials and 8 for [[Face-centred cubic\|fcc]] materials~~.

	~~Though the form~~ is ~~similar~~ to ~~[[Hill yield criteria\|Hill's generalized yield criterion]], the exponent ''n'' is independent~~ of ~~the [[R~~-~~value (plasticity)\|R~~-~~value]] unlike the Hill's criterion~~.

	~~=== Logan-Hosford criterion in plane stress ===~~
	~~Under plane stress conditions~~, ~~the Logan~~-~~Hosford criterion can be expressed as~~
	~~:<math>~~
	~~\cfrac{1}{1+R} (\|\sigma_1\|^n + \|\sigma_2\|^n) + \cfrac{R}{1+R} \|\sigma_1-\sigma_2\|^n = \sigma_y^n~~
	~~</math>~~
	~~where <math>R</math> is the [[R-value (plasticity)\|R-value]] and <math>\sigma_y</math>~~ is ~~the yield stress in uniaxial tension/compression. For~~ a ~~derivation of this relation see [[Hill_yield_criteria#Generalized_Hill_yield_criterion_for_plane_stress\|Hill's yield criteria for plane stress]]. A plot of the yield locus~~ for ~~the anisotropic Hosford criterion is shown in the adjacent figure~~. For ~~values of <math> n </math> that are less than 2~~, ~~the yield locus exhibits corners and such values are not recommended~~.~~<ref name=HosfordBook/>~~

	~~== References ==~~
	~~<references/>~~

	~~== See also ==~~
	*[[Yield surface]]
	*[[Yield (engineering)]]
	*[[Plasticity (physics)]]
	*[[Stress (physics)]]

	~~[[Category:Plasticity]]~~
	~~[[Category:Solid mechanics]]~~
	~~[[Category:Mechanics]]~~
	~~[[Category:Yield criteria]]~~

en>Yobot: /* Procedure */WP:CHECKWIKI error fixes using AWB (8976)

2013-03-15T10:22:55Z

Procedure: WP:CHECKWIKI error fixes using AWB (8976)

← Older revision		Revision as of 12:22, 15 March 2013
Line 1:		Line 1:
	~~Gayle~~ is the ~~name he loves to be named with although it is not his birth identify~~. ~~Participating in lacross is the only pastime his spouse doesn~~'~~t approve~~ of. ~~Data processing~~ is ~~his profession~~. ~~Nevada~~ is ~~where by he~~ is ~~usually been residing~~. He'~~s been working on his web page for some time now~~. ~~Check out it out here~~: ~~http~~://[~~http~~://~~Wordpress~~.~~org/search/vcsc~~.~~cs vcsc~~.cs].uh.~~edu~~/~~second~~-~~computing~~/~~view_~~[~~http~~://~~www~~.~~Alexa~~.~~com/search?q~~=~~profile~~.~~php&r=topsites_index&~~p~~=bigtop profile~~.~~php~~]~~?userid~~=~~5709722~~<br><br>~~Review my web page~~ - ~~[http:~~//~~vcsc~~.cs.uh.~~edu~~/~~second-computing~~/~~view_profile.php?userid~~=~~5709722 air max asos~~]		The '''Hosford yield criterion''' is a function that is used to determine whether a material has undergone plastic yielding under the action of stress.

			== Hosford yield criterion for isotropic plasticity ==
			[[Image:Hosford plane stress.png\|280px\|right\|thumb\|The plane stress, isotropic, Hosford yield surface for three values of ''n'']]
			The Hosford yield criterion for isotropic materials <ref>Hosford, W. F. (1972). ''A generalized isotropic yield criterion'', Journal of Applied Mechanics, v. 39, n. 2, pp. 607-609.</ref> is a generalization of the [[von Mises yield criterion]]. It has the form
			:<math>
			\tfrac{1}{2}\|\sigma_2-\sigma_3\|^n + \tfrac{1}{2}\|\sigma_3-\sigma_1\|^n + \tfrac{1}{2}\|\sigma_1-\sigma_2\|^n = \sigma_y^n \,
			</math>
			where <math>\sigma_i</math>, i=1,2,3 are the [[Stress_%28physics%29#Principal_stresses_and_stress_invariants\|principal stresses]], <math>n</math> is a material-dependent exponent and <math>\sigma_y</math> is the [[yield stress]] in uniaxial tension/compression.

			Alternatively, the yield criterion may be written as
			:<math>
			\sigma_y = \left(\tfrac{1}{2}\|\sigma_2-\sigma_3\|^n + \tfrac{1}{2}\|\sigma_3-\sigma_1\|^n + \tfrac{1}{2}\|\sigma_1-\sigma_2\|^n\right)^{1/n} \,.
			</math>
			This expression has the form of an ''L''<sup>''p''</sup> [[Lp space\|norm]] which is defined as
			:<math>\ \\|x\\|_p=\left(\|x_1\|^p+\|x_2\|^p+\cdots+\|x_n\|^p\right)^{1/p} \,.</math>
			When <math>p = \infty</math>, the we get the ''L''<sup>∞</sup> norm,
			:<math>\ \\|x\\|_\infty=\max \left\{\|x_1\|, \|x_2\|, \ldots, \|x_n\|\right\}</math>. Comparing this with the Hosford criterion
			indicates that if ''n'' = ∞, we have
			:<math>
			(\sigma_y)_{n\rightarrow\infty} = \max \left(\|\sigma_2-\sigma_3\|, \|\sigma_3-\sigma_1\|,\|\sigma_1-\sigma_2\|\right) \,.
			</math>
			This is identical to the [[Tresca yield criterion]].

			Therefore, when ''n = 1'' or ''n'' goes to infinity the Hosford criterion reduces to the [[Tresca yield criterion]]. When ''n = 2'' the Hosford criterion reduces to the [[von Mises yield criterion]].

			Note that the exponent ''n'' does not need to be an integer.

			=== Hosford yield criterion for plane stress ===
			For the practically important situation of plane stress, the Hosford yield criterion takes the form
			:<math>
			\cfrac{1}{2}\left(\|\sigma_1\|^n + \|\sigma_2\|^n\right) + \cfrac{1}{2}\|\sigma_1-\sigma_2\|^n = \sigma_y^n \,
			</math>
			A plot of the yield locus in plane stress for various values of the exponent <math>n \ge 1</math> is shown in the adjacent figure.

			== Logan-Hosford yield criterion for anisotropic plasticity ==
			[[Image:Hosford aniso plane stress.png\|280px\|right\|thumb\|The plane stress, anisotropic, Hosford yield surface for four values of ''n'' and R=2.0]]
			The Logan-Hosford yield criterion for anisotropic plasticity <ref>Hosford, W. F., (1979), ''On yield loci of anisotropic cubic metals'', Proc. 7th North American Metalworking Conf., SME, Dearborn, MI.</ref><ref>Logan, R. W. and Hosford, W. F., (1980), '' Upper-Bound Anisotropic Yield Locus Calculations Assuming< 111>-Pencil Glide'', International Journal of Mechanical Sciences, v. 22, n. 7, pp. 419-430.</ref> is similar to [[Hill yield criteria\|Hill's generalized yield criterion]] and has the form
			:<math>
			F\|\sigma_2-\sigma_3\|^n + G\|\sigma_3-\sigma_1\|^n + H\|\sigma_1-\sigma_2\|^n = 1 \,
			</math>
			where ''F,G,H'' are constants, <math>\sigma_i</math> are the principal stresses, and the exponent ''n'' depends on the type of crystal (bcc, fcc, hcp, etc.) and has a value much greater than 2.<ref name=HosfordBook>Hosford, W. F., (2005), '''Mechanical Behavior of Materials''', p. 92, Cambridge University Press.</ref> Accepted values of <math>n</math> are 6 for [[Body-centered cubic\|bcc]] materials and 8 for [[Face-centred cubic\|fcc]] materials.

			Though the form is similar to [[Hill yield criteria\|Hill's generalized yield criterion]], the exponent ''n'' is independent of the [[R-value (plasticity)\|R-value]] unlike the Hill's criterion.

			=== Logan-Hosford criterion in plane stress ===
			Under plane stress conditions, the Logan-Hosford criterion can be expressed as
			:<math>
			\cfrac{1}{1+R} (\|\sigma_1\|^n + \|\sigma_2\|^n) + \cfrac{R}{1+R} \|\sigma_1-\sigma_2\|^n = \sigma_y^n
			</math>
			where <math>R</math> is the [[R-value (plasticity)\|R-value]] and <math>\sigma_y</math> is the yield stress in uniaxial tension/compression. For a derivation of this relation see [[Hill_yield_criteria#Generalized_Hill_yield_criterion_for_plane_stress\|Hill's yield criteria for plane stress]]. A plot of the yield locus for the anisotropic Hosford criterion is shown in the adjacent figure. For values of <math> n </math> that are less than 2, the yield locus exhibits corners and such values are not recommended.<ref name=HosfordBook/>

			== References ==
			<references/>

			== See also ==
			*[[Yield surface]]
			*[[Yield (engineering)]]
			*[[Plasticity (physics)]]
			*[[Stress (physics)]]

			[[Category:Plasticity]]
			[[Category:Solid mechanics]]
			[[Category:Mechanics]]
			[[Category:Yield criteria]]

en>Drbreznjev: Fixed headline

2011-01-20T17:58:20Z

Fixed headline

New page

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