Fragmentation (computing) - Revision history

en>Yobot: Tagging using AWB (10703)

2015-01-07T12:06:49Z

Tagging using AWB (10703)

← Older revision		Revision as of 14:06, 7 January 2015
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	~~Hi there~~. ~~Let [http://www~~.~~seekavideo.com/playlist/2199/video/ real psychics] me begin by introducing the writer, her title is Sophia~~. To ~~perform~~ lacross is something ~~he would never give up. Distributing manufacturing is how he tends to make a living. Some time in the past she chose to reside in Alaska and her mothers and fathers reside close by~~.<br><br>~~Take a look at my~~ [http://~~www~~.~~octionx~~.~~sinfauganda.co.ug~~/~~node~~/~~22469 best psychic readings] site: free psychic [[http://www.aseandate.com/index.php?m=member_profile&p=profile&id=13352970 Privacy of Data: This tool is built~~-~~with and functions~~-~~in Client Side JavaScripting, so only your computer will see or process your data input/output.a cool way to improve]~~]		The person who wrote the post is known as Jayson Hirano and he totally digs that name. Mississippi is where his house is. For many years she's been operating as a journey agent. To play lacross is something I truly enjoy doing.<br><br>My web page [http://medialab.zendesk.com/entries/54181460-Will-You-Often-End-Up-Bored-Try-One-Of-These-Hobby-Ideas- phone psychic]

72.21.198.64: Fixed a grammatical error.

2014-02-28T17:54:08Z

Fixed a grammatical error.

← Older revision		Revision as of 19:54, 28 February 2014
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	In [~~[fluid statics]], '''capillary pressure''' is the difference in [[pressure]] across the interface between two [[immiscible]] fluids, and thus defined as~~		Hi there. Let [http://www.seekavideo.com/playlist/2199/video/ real psychics] me begin by introducing the writer, her title is Sophia. To perform lacross is something he would never give up. Distributing manufacturing is how he tends to make a living. Some time in the past she chose to reside in Alaska and her mothers and fathers reside close by.<br><br>Take a look at my [http://www.octionx.sinfauganda.co.ug/node/22469 best psychic readings] site: free psychic [[http://www.aseandate.com/index.php?m=member_profile&p=profile&id=13352970 Privacy of Data: This tool is built-with and functions-in Client Side JavaScripting, so only your computer will see or process your data input/output.a cool way to improve]]
	:~~<math>p_c=p_{\text{non-wetting phase}}-p_{\text{wetting phase}}<~~/~~math>~~
	~~In oil-water systems, water is typically the [[wetting]] phase, while for gas-oil systems, oil is typically the wetting phase~~.

	~~The [[Young–Laplace equation]] states that this pressure difference is proportional to the [[interfacial tension]], <math>\gamma<~~/~~math>, and inversely proportional to the effective radius, <math>r<~~/~~math>, of~~ the ~~interface~~, ~~it also depends on the [[contact angle\|wetting angle]], <math>\theta</math>, of the liquid on the surface of the capillary~~.
	~~:<math>p_c=\frac{2\gamma \cos \theta}{r}</math>~~

	~~The equation for capillary pressure~~ is ~~only valid under capillary equilibrium, which means that there can not be any flowing phases~~.

	~~== In porous media==~~
	~~In [[porous media]], capillary pressure~~ is ~~the force necessary~~ to ~~squeeze~~ a ~~hydrocarbon droplet through a pore throat (works against~~ the ~~interfacial tension between oil~~ and ~~water phases)~~ and ~~is higher for smaller pore diameter~~. ~~The expression for the capillary pressure remains as before, ''i.e.,''~~
	<~~math~~>~~p_c=p_{\text{non-wetting phase}}-p_{\text{wetting phase.}}~~<~~/math~~>
	~~However, the quantities <math>p_c<~~/~~math>, <math>p_{\text{non-wetting phase}}<~~/math> and <math>p_{\text{wetting phase}}</math> are quantities that are obtained by averaging these quantities within the pore space of porous media either statistically or using the volume averaging method.~~<ref>Jacob Bear: “Dynamics of Fluids in Porous Media,” Dover Publications, 1972.</ref>~~

	~~The Brooks-Corey correlation<ref>Brooks, R~~.~~H. and Corey, A.T.: “Hydraulic properties of porous~~
	~~media,” Hydraulic paper no~~. ~~3, Colorado State University, 1964~~.</~~ref> for capillary pressure reads~~
	~~:<math>p_c = cS_w^{-a}</math>~~
	~~where <math>c</math> is the entry capillary pressure, <math>1/a</math> is the pore-size distribution index and <math>S_w<~~/~~math> is the normalized water saturation (see [[Relative permeability~~]])

	~~==See also==~~
	* [[Capillary action]]
	* [[Capillary number]]
	* [[Disjoining pressure]]
	* [[Leverett J-function]]
	* [[Young–Laplace equation]]
	* [[Amott test]]
	* [~~[Laplace pressure]]~~

	~~==References==~~
	* Kim Kinoshita, Electrochemical Oxygen Technology p139, John Wiley & Sons, Inc. 1992.
	* [http://www.~~articleworld~~.~~org~~/index.php/~~Capillary_pressure Capillary pressure equations]~~
	~~{{reflist}}~~

	~~[[Category:Fluid dynamics~~]]


	~~{{fluiddynamics-stub}}~~

173.75.247.232: Numerous additions, clarifications, and a few corrections.

2014-01-27T07:58:56Z

Numerous additions, clarifications, and a few corrections.

← Older revision		Revision as of 09:58, 27 January 2014
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	~~Andera~~ is ~~what you can contact her but she never truly liked that title. Mississippi~~ is ~~exactly where his house~~ is. ~~Distributing production~~ is ~~exactly where my main earnings arrives from~~ and it~~'s some thing I really enjoy~~. ~~What me~~ and ~~my family love~~ is ~~bungee leaping but I~~'~~ve been taking on new things lately~~.<br><br>~~Also visit my webpage~~ ... ~~real psychic readings~~ ([http://~~165~~.~~132~~.39.93/~~xe/visitors/372912 Our Webpage~~])		In [[fluid statics]], '''capillary pressure''' is the difference in [[pressure]] across the interface between two [[immiscible]] fluids, and thus defined as
			:<math>p_c=p_{\text{non-wetting phase}}-p_{\text{wetting phase}}</math>
			In oil-water systems, water is typically the [[wetting]] phase, while for gas-oil systems, oil is typically the wetting phase.

			The [[Young–Laplace equation]] states that this pressure difference is proportional to the [[interfacial tension]], <math>\gamma</math>, and inversely proportional to the effective radius, <math>r</math>, of the interface, it also depends on the [[contact angle\|wetting angle]], <math>\theta</math>, of the liquid on the surface of the capillary.
			:<math>p_c=\frac{2\gamma \cos \theta}{r}</math>

			The equation for capillary pressure is only valid under capillary equilibrium, which means that there can not be any flowing phases.

			== In porous media==
			In [[porous media]], capillary pressure is the force necessary to squeeze a hydrocarbon droplet through a pore throat (works against the interfacial tension between oil and water phases) and is higher for smaller pore diameter. The expression for the capillary pressure remains as before, ''i.e.,''
			<math>p_c=p_{\text{non-wetting phase}}-p_{\text{wetting phase.}}</math>
			However, the quantities <math>p_c</math>, <math>p_{\text{non-wetting phase}}</math> and <math>p_{\text{wetting phase}}</math> are quantities that are obtained by averaging these quantities within the pore space of porous media either statistically or using the volume averaging method.<ref>Jacob Bear: “Dynamics of Fluids in Porous Media,” Dover Publications, 1972.</ref>

			The Brooks-Corey correlation<ref>Brooks, R.H. and Corey, A.T.: “Hydraulic properties of porous
			media,” Hydraulic paper no. 3, Colorado State University, 1964.</ref> for capillary pressure reads
			:<math>p_c = cS_w^{-a}</math>
			where <math>c</math> is the entry capillary pressure, <math>1/a</math> is the pore-size distribution index and <math>S_w</math> is the normalized water saturation (see [[Relative permeability]])

			==See also==
			* [[Capillary action]]
			* [[Capillary number]]
			* [[Disjoining pressure]]
			* [[Leverett J-function]]
			* [[Young–Laplace equation]]
			* [[Amott test]]
			* [[Laplace pressure]]

			==References==
			* Kim Kinoshita, Electrochemical Oxygen Technology p139, John Wiley & Sons, Inc. 1992.
			* [http://www.articleworld.org/index.php/Capillary_pressure Capillary pressure equations]
			{{reflist}}

			[[Category:Fluid dynamics]]


			{{fluiddynamics-stub}}

216.9.100.21: /* Data fragmentation */

2012-08-17T19:47:35Z

Data fragmentation

New page

Andera is what you can contact her but she never truly liked that title. Mississippi is exactly where his house is. Distributing production is exactly where my main earnings arrives from and it's some thing I really enjoy. What me and my family love is bungee leaping but I've been taking on new things lately.<br><br>Also visit my webpage ... real psychic readings ([http://165.132.39.93/xe/visitors/372912 Our Webpage])