Difference between revisions of "Clairaut"
(Created page with "<div id="content_view" class="wiki" style="display: block"> =Clairaut= {| class="wiki_table" | Lat: 47.7°S, Long: 13.9°E, Diam: 75 km, Depth: 2.16 km, [/R%C3%BCkl%2066 R...") |
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| − | Lat: 47.7°S, Long: 13.9°E, Diam: 75 km, Depth: 2.16 km, [ | + | Lat: 47.7°S, Long: 13.9°E, Diam: 75 km, Depth: 2.16 km, [[R%C3%BCkl%2066|Rükl: 66]]<br /> |
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<div id="toc"> | <div id="toc"> | ||
| − | + | [http://www.lpod.org/coppermine/albums/userpics/Clairaut_LO-IV-107H_LTVT.JPG [[Image:Normal_Clairaut_LO-IV-107H_LTVT.JPG|external image normal_Clairaut_LO-IV-107H_LTVT.JPG]]]<br /> ''[http://lpod.org/coppermine/displayimage.php?pos=-2735 LO-IV-107H]'' '''Clairaut''' is the large crater just above center. On its floor are 12-km '''Clairaut D''' (upper right of center) and 17-km '''Clairaut B''' (lower right of center). The main crater is distorted into a keyhole shape by 43-km '''Clairaut B''' (straddling its southwest limb). Also of note are 36-km '''Clairaut A''' (in the lower right) and 12-km '''Clairaut E''' (in the upper left). Several smaller IAU-named [[lettered%20crater|lettered craters]] are also wholly or partially visible.<br /> <br /> | |
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==Images== | ==Images== | ||
[http://www.lpod.org/coppermine/thumbnails.php?album=search&type=full&search=Clairaut LPOD Photo Gallery] [http://www.lpi.usra.edu/resources/lunar_orbiter/bin/srch_nam.shtml?Clairaut%7C0 Lunar Orbiter Images] [http://www.lpi.usra.edu/resources/apollo/search/feature/?feature=Clairaut Apollo Images]<br /> <br /> | [http://www.lpod.org/coppermine/thumbnails.php?album=search&type=full&search=Clairaut LPOD Photo Gallery] [http://www.lpi.usra.edu/resources/lunar_orbiter/bin/srch_nam.shtml?Clairaut%7C0 Lunar Orbiter Images] [http://www.lpi.usra.edu/resources/apollo/search/feature/?feature=Clairaut Apollo Images]<br /> <br /> | ||
==Maps== | ==Maps== | ||
| − | ''([ | + | ''([[LAC%20zone|LAC zone]] 113D4)'' [http://www.lpi.usra.edu/resources/mapcatalog/LAC/lac113/ LAC map] [http://www.lpi.usra.edu/resources/mapcatalog/usgs/I695/ Geologic map]<br /> <br /> |
==Description== | ==Description== | ||
<br /> | <br /> | ||
==Description: Elger== | ==Description: Elger== | ||
| − | ''([ | + | ''([[IAU%20directions|IAU Directions]])'' CLAIRAUT.--A very peculiar formation, about 40 miles in diameter, S. of [[Maurolycus|Maurolycus]], affording another good example of interference and overlapping. The continuity of its border, nowhere very regular, has been entirely destroyed on the S. by the subsequent formation of two large rings, some 10 or 12 miles in diameter, the more westerly of which has, in its turn, been partially wrecked on the N. by a smaller object of the same class. There is also a ring-plain N.W. of Clairaut, which has very clearly modified the shape of the border on this side. Two craters on the floor of Clairaut are easy objects.<br /> <br /> |
==Description: Wikipedia== | ==Description: Wikipedia== | ||
[http://en.wikipedia.org/wiki/Clairaut_(crater) Clairaut]<br /> <br /> | [http://en.wikipedia.org/wiki/Clairaut_(crater) Clairaut]<br /> <br /> | ||
==Additional Information== | ==Additional Information== | ||
| − | Depth data from [ | + | Depth data from [[Kurt%20Fisher%20Crater%20Depths|Kurt Fisher database]]<br /> |
* Westfall, 2000: 2.16 km | * Westfall, 2000: 2.16 km | ||
* Viscardy, 1985: 1.5 km | * Viscardy, 1985: 1.5 km | ||
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[http://en.wikipedia.org/wiki/Alexis_Claude_Clairaut Alexis Claude de Clairault] (or Clairaut) (May 3, 1713 – May 17, 1765) was a French mathematician and thinker. He was a prodigy — at the age of twelve he wrote a memoir on four geometrical curves and under his father's tuition he made such rapid progress in the subject that in his thirteenth year he read before the Académie française an account of the properties of four curves which he had discovered.<br /> | [http://en.wikipedia.org/wiki/Alexis_Claude_Clairaut Alexis Claude de Clairault] (or Clairaut) (May 3, 1713 – May 17, 1765) was a French mathematician and thinker. He was a prodigy — at the age of twelve he wrote a memoir on four geometrical curves and under his father's tuition he made such rapid progress in the subject that in his thirteenth year he read before the Académie française an account of the properties of four curves which he had discovered.<br /> | ||
| − | * According to ''[ | + | * According to ''[[Whitaker|Whitaker]]'' (p. 220), this name was introduced by [[M%C3%A4dler|Mädler]]. |
<br /> | <br /> | ||
==LPOD Articles== | ==LPOD Articles== | ||
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Latest revision as of 01:44, 16 April 2018
Contents
Clairaut
|
Lat: 47.7°S, Long: 13.9°E, Diam: 75 km, Depth: 2.16 km, Rükl: 66 |
LO-IV-107H Clairaut is the large crater just above center. On its floor are 12-km Clairaut D (upper right of center) and 17-km Clairaut B (lower right of center). The main crater is distorted into a keyhole shape by 43-km Clairaut B (straddling its southwest limb). Also of note are 36-km Clairaut A (in the lower right) and 12-km Clairaut E (in the upper left). Several smaller IAU-named lettered craters are also wholly or partially visible.
Images
LPOD Photo Gallery Lunar Orbiter Images Apollo Images
Maps
(LAC zone 113D4) LAC map Geologic map
Description
Description: Elger
(IAU Directions) CLAIRAUT.--A very peculiar formation, about 40 miles in diameter, S. of Maurolycus, affording another good example of interference and overlapping. The continuity of its border, nowhere very regular, has been entirely destroyed on the S. by the subsequent formation of two large rings, some 10 or 12 miles in diameter, the more westerly of which has, in its turn, been partially wrecked on the N. by a smaller object of the same class. There is also a ring-plain N.W. of Clairaut, which has very clearly modified the shape of the border on this side. Two craters on the floor of Clairaut are easy objects.
Description: Wikipedia
Additional Information
Depth data from Kurt Fisher database
- Westfall, 2000: 2.16 km
- Viscardy, 1985: 1.5 km
- Cherrington, 1969: 3.01 km
Nomenclature
Alexis Claude de Clairault (or Clairaut) (May 3, 1713 – May 17, 1765) was a French mathematician and thinker. He was a prodigy — at the age of twelve he wrote a memoir on four geometrical curves and under his father's tuition he made such rapid progress in the subject that in his thirteenth year he read before the Académie française an account of the properties of four curves which he had discovered.
LPOD Articles
Bibliography
