Tests of general relativity - Revision history

en>Michael H 34: grammar

2014-11-08T15:20:58Z

grammar

← Older revision		Revision as of 17:20, 8 November 2014
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			== which cited the name of God ==

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en>Indio: /* Deflection of light by the Sun */

2014-03-04T21:15:07Z

Deflection of light by the Sun

← Older revision		Revision as of 23:15, 4 March 2014
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	~~[[File:Carte cosmographique ou Universelle description du monde, Jean Cossin, Dieppe, 1570.png\|thumb\|Jean Cossin, Carte cosmographique ou Universelle description du monde, Dieppe, 1570]]~~
	~~[[File:Sinusoidal projection SW.jpg\|450px\|thumb\|Sinusoidal projection of the world.]]~~
	~~[[Image:Tissot_indicatrix_world_map_sinusoidal_proj.svg\|thumb\|right\|450px\|The sinusoidal projection with [[Tissot's indicatrix]] of deformation]]~~
	The '''sinusoidal projection''' is a pseudocylindrical [[Map_projection#Equal-area\|equal-area]] [[map projection]], sometimes called the '''Sanson–Flamsteed''' or the '''Mercator equal-area projection'''. Jean Cossin of Dieppe was one of the first mapmakers to use the sinusoidal, appearing in a world map of 1570. The projection is defined by:

	~~:<math>x = \left(\lambda - \lambda_0\right) \cos \varphi</math>~~
	~~:<math>y = \varphi\,</math>~~

	~~where φ is the latitude, λ is the longitude, and λ<sub>0</sub> is the central meridian.<ref>~~[http://~~pubs~~.er.~~usgs.gov~~/~~usgspubs~~/~~pp/pp1395 ''Map Projections—A Working Manual''], [[United States Geological Survey\|USGS]] Professional Paper 1395, John P~~. ~~Snyder, 1987, pp~~. ~~243–248</ref>~~		[http://www.ladyhawkshockey.org luke bryan tickets indianapolis] Luke [http://lukebryantickets.asiapak.net luke bryan concert today] Bryan is often a superstar during the building and the profession development initially next to his 3rd place record, & , is the resistant. He burst open on the scene in 2011 with his special blend of straight down-house accessibility, video legend wonderful seems and lyrics, is scheduled t within a significant way. The new album Top in the land chart and #2 around the take graphs, earning it the 2nd greatest very first during those times of 2011 for the region artist. <br><br>The boy of a , knows perseverance and determination are important elements when it comes to a successful occupation- . His first record, Remain Me, produced the most notable hits “All My Buddies “Country and Say” Person,” while his energy, [http://lukebryantickets.citizenswebcasting.com luke bryan luke bryan tour] Doin’ Point, located the artist-about three right No. 2 single people: Different Contacting Is really a Wonderful Point.”<br><br>From the drop of 2011, Concerts: Luke And which in fact had an amazing listing of , which [http://www.cinemaudiosociety.org luke bryan and] include Downtown. “It’s much like you’re receiving a acceptance to travel to the next level, claims those performers that had been a part of the Concert toursaround right into a greater degree of artists.” It covered as the most successful organized tours in the twenty-season background.<br><br>Check out my blog; [http://lukebryantickets.omarfoundation.org luke bryan concert tour dates]

	~~Scale~~ is ~~constant along~~ the ~~central [[meridian (geography)\|meridian]]~~, ~~and east–west scale~~ is ~~constant throughout~~ the ~~map~~. ~~Therefore the length of each parallel~~ on the ~~map is proportional to the cosine~~ of ~~the latitude~~, ~~as it is on the globe. This makes the left~~ and ~~right bounding meridians of the map into half of a sine wave~~, ~~each mirroring the other. Each meridian except the central meridian~~ is ~~also half of~~ a ~~sine wave with only the amplitude differing, giving the projection its name~~. ~~Each is shown on~~ the ~~map as longer than~~ the ~~central meridian~~, ~~whereas on~~ the ~~globe all are~~ the ~~same length~~.

	The ~~true distance between two points on~~ a ~~meridian can be measured on the map as the vertical distance between the parallels that intersect the meridian at those points. With no distortion along the central meridian~~ and ~~the [[equator]], distances along those lines~~ are ~~correct, as are the angles of intersection of other lines with those two lines. Distortion is lowest throughout the region of the map close~~ to ~~those lines~~.

	~~[[Image:Usgs map sinousidal equal area.PNG\|350px\|thumb\|right\|center\|A sinusoidal projection shows relative sizes accurately~~, ~~but distorts shapes and directions. Distortion can be reduced by "interrupting" the map.]]~~
	~~Similar projections which wrap the east and west parts of the sinusoidal projection around the [[north pole]] are~~ the ~~[[Werner projection\|Werner]] and the intermediate [[Bonne projection\|Bonne]]~~ and ~~[[Bottomley projection\|Bottomley]] projections.~~

	~~The MODLAND Integerized Sinusoidal Grid~~, ~~based on the sinusoidal projection~~,
	~~is a [[geodesic grid]]~~
	~~developed by the NASA's [[Moderate-Resolution Imaging Spectroradiometer]] ([[MODIS]]) science team.<ref>~~
	~~NASA:~~ [http://~~modland~~.~~nascom~~.~~nasa~~.~~gov/developers/is_tiles/is_grid~~.~~html "MODLAND Integerized Sinusoidal Grid"]~~
	<~~/ref~~>

	~~==See also==~~
	~~{{Portal\|Atlas}}~~
	* [[List of map projections]]

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

	~~==External links==~~
	*[http://www.~~progonos~~.~~com/furuti/MapProj/Normal/ProjPCyl/projPCyl~~.~~html#SansonFlamsteed Pseudocylindrical Projections]~~
	* [http://~~www~~.~~radicalcartography.net/?projectionref Table of examples and properties of all common projections], from radicalcartography~~.~~net~~

	~~{{Map Projections}}~~

	~~[[Category:Cartographic projections]]~~
	~~[[Category:Equal-area projections]]~~
	~~[[Category:Equidistant projections]~~]

en>Monkbot: /* Perihelion precession of Mercury */Fix CS1 deprecated date parameter errors

2014-01-30T17:06:09Z

Perihelion precession of Mercury: Fix CS1 deprecated date parameter errors

← Older revision		Revision as of 19:06, 30 January 2014
Line 1:		Line 1:
	I'm a ~~44 years old~~, [http://~~Search~~.un.~~org~~/~~search?ie=utf8&site=un_org&output=xml_no_dtd&client=UN_Website_en&num=10&lr=lang_en&proxystylesheet=UN_Website_en&oe=utf8&q=married&Submit=Go married~~] ~~and work at~~ the ~~high school~~ (~~Chinese Studies~~).~~<br>In my spare time I try~~ to ~~teach myself Danish~~. ~~I have been there~~ and ~~look forward to go there sometime near future~~. ~~I like to read~~, ~~preferably~~ on ~~my beloved Kindle~~. ~~I really love~~ to ~~watch Family Guy~~ and The ~~Big Bang Theory as well as docus about anything astronomical~~. ~~I like Hiking~~.<br><br>~~My page -~~ [http://~~Antigravity~~.~~Halo-Esports~~.de/~~index~~.~~php~~?~~mod=users&action=view&id=3390 FIFA Coin Generator~~]		[[File:Carte cosmographique ou Universelle description du monde, Jean Cossin, Dieppe, 1570.png\|thumb\|Jean Cossin, Carte cosmographique ou Universelle description du monde, Dieppe, 1570]]
			[[File:Sinusoidal projection SW.jpg\|450px\|thumb\|Sinusoidal projection of the world.]]
			[[Image:Tissot_indicatrix_world_map_sinusoidal_proj.svg\|thumb\|right\|450px\|The sinusoidal projection with [[Tissot's indicatrix]] of deformation]]
			The '''sinusoidal projection''' is a pseudocylindrical [[Map_projection#Equal-area\|equal-area]] [[map projection]], sometimes called the '''Sanson–Flamsteed''' or the '''Mercator equal-area projection'''. Jean Cossin of Dieppe was one of the first mapmakers to use the sinusoidal, appearing in a world map of 1570. The projection is defined by:

			:<math>x = \left(\lambda - \lambda_0\right) \cos \varphi</math>
			:<math>y = \varphi\,</math>

			where φ is the latitude, λ is the longitude, and λ<sub>0</sub> is the central meridian.<ref>[http://pubs.er.usgs.gov/usgspubs/pp/pp1395 ''Map Projections—A Working Manual''], [[United States Geological Survey\|USGS]] Professional Paper 1395, John P. Snyder, 1987, pp. 243–248</ref>

			Scale is constant along the central [[meridian (geography)\|meridian]], and east–west scale is constant throughout the map. Therefore the length of each parallel on the map is proportional to the cosine of the latitude, as it is on the globe. This makes the left and right bounding meridians of the map into half of a sine wave, each mirroring the other. Each meridian except the central meridian is also half of a sine wave with only the amplitude differing, giving the projection its name. Each is shown on the map as longer than the central meridian, whereas on the globe all are the same length.

			The true distance between two points on a meridian can be measured on the map as the vertical distance between the parallels that intersect the meridian at those points. With no distortion along the central meridian and the [[equator]], distances along those lines are correct, as are the angles of intersection of other lines with those two lines. Distortion is lowest throughout the region of the map close to those lines.

			[[Image:Usgs map sinousidal equal area.PNG\|350px\|thumb\|right\|center\|A sinusoidal projection shows relative sizes accurately, but distorts shapes and directions. Distortion can be reduced by "interrupting" the map.]]
			Similar projections which wrap the east and west parts of the sinusoidal projection around the [[north pole]] are the [[Werner projection\|Werner]] and the intermediate [[Bonne projection\|Bonne]] and [[Bottomley projection\|Bottomley]] projections.

			The MODLAND Integerized Sinusoidal Grid, based on the sinusoidal projection,
			is a [[geodesic grid]]
			developed by the NASA's [[Moderate-Resolution Imaging Spectroradiometer]] ([[MODIS]]) science team.<ref>
			NASA: [http://modland.nascom.nasa.gov/developers/is_tiles/is_grid.html "MODLAND Integerized Sinusoidal Grid"]
			</ref>

			==See also==
			{{Portal\|Atlas}}
			* [[List of map projections]]

			==References==
			<references/>

			==External links==
			*[http://www.progonos.com/furuti/MapProj/Normal/ProjPCyl/projPCyl.html#SansonFlamsteed Pseudocylindrical Projections]
			* [http://www.radicalcartography.net/?projectionref Table of examples and properties of all common projections], from radicalcartography.net

			{{Map Projections}}

			[[Category:Cartographic projections]]
			[[Category:Equal-area projections]]
			[[Category:Equidistant projections]]

en>Anti-McK: /* Strong field tests: Binary pulsars */

2012-09-01T09:18:30Z

Strong field tests: Binary pulsars

New page

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