Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Ephemeride_Lunaire_Parisienne> ?p ?o }
Showing triples 1 to 39 of
39
with 100 triples per page.
- Ephemeride_Lunaire_Parisienne abstract "Éphéméride Lunaire Parisienne is a lunar theory developed by Jean Chapront, Michelle Chapront-Touzé, and others at the Bureau des Longitudes in the 1970s to 1990s.ELP gives a series expansion of the orbital elements and the coordinates of the Moon. The authors refer to it as a \"semi-analytical\" theory because they developed their expressions not purely symbolically, but introduced numerical values for orbital constants from the outset; but they also constructed partial derivatives of all terms with respect to these constants, so they could make corrections afterwards to reach the final solution.ELP has been fitted not directly to observations, but to the numerical integrations known as the Jet Propulsion Laboratory Development Ephemeris (which includes the Lunar Ephemerides), that in their turn have been fitted to actual astronomical observations. ELP was fitted initially to the DE200, but improved parameters have been published up to DE405.Even though ELP contains more than 20,000 periodic terms, it is not sufficiently accurate to predict the Moon's position to the centimeter accuracy with which that can be measured by LLR. An attempt was made to improve the planetary terms with the ELP/MPP02 lunar theory, but heuristic corrections remained necessary.A theory like the ELP has two advantages over numerical integration: it can be truncated to a lower level of accuracy for faster computation, which made it suitable for implementing in programs for micro computers. it can be evaluated for an unlimited period of time, unlike the results of a numerical integration which has specific moments of begin and end; however the accuracy deteriorates into the remote past or future, depending on the quality of the polynomials that model the so-called secular (long-term) changes in the orbital parameters. For the Moon, the main secular factor is tidal acceleration: the magnitude of that effect has become better known after the initial version of the ELP was published, due to a longer base line of LLR observations.Upon popular demand, the Chapronts also published ELP2000-85 and a book, \"Lunar programs and Tables\" with a truncated version of their theory and with programs, that could be used by historians and amateur astronomers to compute the position of the Moon themselves. Jean Meeus also used the ELP in his popular \"Astronomical Algorithms\".Finally, the ELP has also been used e.g. to compute NASA´s 5000-year canon of eclipses.".
- Ephemeride_Lunaire_Parisienne wikiPageExternalLink ephemeris.html.
- Ephemeride_Lunaire_Parisienne wikiPageExternalLink mc1.htm.
- Ephemeride_Lunaire_Parisienne wikiPageExternalLink mc9.htm.
- Ephemeride_Lunaire_Parisienne wikiPageID "29966103".
- Ephemeride_Lunaire_Parisienne wikiPageLength "4396".
- Ephemeride_Lunaire_Parisienne wikiPageOutDegree "18".
- Ephemeride_Lunaire_Parisienne wikiPageRevisionID "630219733".
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Bureau_des_Longitudes.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Category:Effects_of_gravitation.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Category:Moon.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Category:Time_in_astronomy.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Jean_Meeus.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Jet_Propulsion_Laboratory_Development_Ephemeris.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Lunar_Laser_Ranging_experiment.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Lunar_theory.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Microcomputer.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Moon.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Numerical_integration.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Orbital_elements.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Partial_derivative.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Series_expansion.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink Tidal_acceleration.
- Ephemeride_Lunaire_Parisienne wikiPageWikiLink VSOP_(planets).
- Ephemeride_Lunaire_Parisienne wikiPageWikiLinkText "ELP2000".
- Ephemeride_Lunaire_Parisienne wikiPageWikiLinkText "Ephemeride Lunaire Parisienne".
- Ephemeride_Lunaire_Parisienne wikiPageUsesTemplate Template:Reflist.
- Ephemeride_Lunaire_Parisienne subject Category:Effects_of_gravitation.
- Ephemeride_Lunaire_Parisienne subject Category:Moon.
- Ephemeride_Lunaire_Parisienne subject Category:Time_in_astronomy.
- Ephemeride_Lunaire_Parisienne hypernym Theory.
- Ephemeride_Lunaire_Parisienne type Work.
- Ephemeride_Lunaire_Parisienne comment "Éphéméride Lunaire Parisienne is a lunar theory developed by Jean Chapront, Michelle Chapront-Touzé, and others at the Bureau des Longitudes in the 1970s to 1990s.ELP gives a series expansion of the orbital elements and the coordinates of the Moon.".
- Ephemeride_Lunaire_Parisienne label "Ephemeride Lunaire Parisienne".
- Ephemeride_Lunaire_Parisienne sameAs Q5382166.
- Ephemeride_Lunaire_Parisienne sameAs m.0fqmvvz.
- Ephemeride_Lunaire_Parisienne sameAs Q5382166.
- Ephemeride_Lunaire_Parisienne wasDerivedFrom Ephemeride_Lunaire_Parisienne?oldid=630219733.
- Ephemeride_Lunaire_Parisienne isPrimaryTopicOf Ephemeride_Lunaire_Parisienne.