新笔趣阁>恐怖悬疑>死在火星上>对火星轨道变化问题的最后解释
loarydynatoryperiodandaaryorbitale-fluctuationicularlyintentiallyonitionvariation(cf.berger1988).

togiveanovervieeinperiodicityinplanetaryorbitalanyfaioneaxienapodrayucanalyskaryanalyeredorbitaldataintoelengtaipleof2inordertoapplyteoverlappingpart:forexaini+t,te,alintegrationlengttoeacydiagraainedabove,tycanbereplacedbyagrey-.

ent,andconnectalltolour)creactia(ti,icalaxiy)oftaleleedanfftbecauofnupoponente(ealexayedurealediagraityintlinationofeartion.infig.5,tedbyterareaaroundit.ityoftlinationofeartlyovertoveredbytrendieinotrotypicalfrequencieandele.

4.2long-teralenergyandangularulateverylong-periodicvariationandexcalenergyandangularereddelaunayeleandnetaryorbitalangularalcoanetaryorbitalenergyeperunitelylinear,tonauyandangularydoillationableandbreakradually.ofininentinourlong-terionotalorbitalenergyandangularurinnerplanetionn+2.t-periodicvariationoftotalenergy(denotedaentualcoulatedfroereddelaunayeleedifferencefroialvalueure0andnetionuallyentirelyareayandangularurplanetiudeneterfiveplanetnetaryerreparederjovianplaneteiaryableeronebecauianbeedaandirregularooreapparenttedargeextentaalvariationoftannotneglectts,aioncouplingofnetpaireindividualvariationalenergyandangularunayeleevolutionoftorationneteryandangulare.inparticular,venualpair.intativecorrelationyandpoionoorrelationinexceanacloerioninexcaneouerandidateerand.11,artionintvariationtotercuryexorrelationvereioncauionofangularrialplanetaryiivecorrelationinenergyexcorrelationinangularaypoeneralfactterajoraxeurbationtence1961;boccalettipucacco1netaryorbitalenergy(edtotbeurbingplanetentuericitieanbedierandionintajoraxeurbedbytaybeliorrelationintalenergyintaryurnanduranuakedynaouplingiparedhpair.

5±5x1010-yrintegrationaaryearyudyofity.oupleoftrialintegrationludingonlytabilityoftovertalconfigurationionofeccentricitie.13)erfiveplanetapalfrequencyoftionofplutoandtduringtrationperiodedintape.

intalerrorintyotalangularwas~10?10.

5.1reune–plutoanakai(1erfiveplanetaryorbitundteoareionperiod,andtabilityoftajorfourreundinprevioulloription,λdenoteendingnodeand?iudeofperioandneptune.

o(3:2).tθ1=3λp?2λn??plibrateplitudeofabout80°andalibrationperiodofabout2x104yr.

tofperioe3.8x106yr.tvariationyandinclinationofplutoareentofperiedintedbykozai(1962).

totune,θ3=Ωp?Ωn,circulateirculationiion.eudenodeooverlap,tobecoricitybecoentofperieeionofplutobecoricitybecoentofperiain.edterconfirarpino(1989).

anarguθ4=?p??n+3(Ωp?Ωn)librateperiod,~5.7x108yr.

inournueained,andvariationoftrduringtionperiod(figurtobedifferent:tθ4alternateionovera1010-yrtitanakaiegrationloukindofdynaainyoftaniajorfeaturerty.firnificantloeanerandeanouy’),butnotjuezone.eureoftotion,buttodearyeoftantforturplanetaryeindynaerrearyanikaeaionualionnetongjovianplanetlyrelatedtoturendjovianplanetaalperiodalronglyperturbedbyjovianplanetaalperiodalneturbedbyanyotanetaryurbedbytualinteractionaneteineffective;tebyjovianplanetudeofter),aurcedoplitudeofo(ej).ity,forexampleo(ej)~0.05,ioprovokeinrialplanetionatalrialplanets(>26roionabilityoftovera109-yrtiailedanalyionaldie-netary.

altrationberofintegrationofilltioreandionineindetailturplanetarydynao,t.ionaryorbiton.not.r.a.336,483–500(2002)

这只是作者君参考的一篇文章,关于太阳系的稳定性。

还有其他论文,不过也都是英文的,相关课题的中文文献很少,那些论文下载一篇要九美元(《nature》真是暴利),作者君写这篇文章的时候已经回家,不在检测中心,所以没有数据库的使用权,下不起,就不贴上来了。


状态提示:对火星轨道变化问题的最后解释
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