Hvad er oversættelsen af " LUNAR THEORY " på dansk?

• lunar teori
• lunar theory

Eksempler på brug af Lunar theory på Engelsk og deres oversættelser til Dansk

But Laplace strongly criticised the Carlini-Plana approach to lunar theory.
Men Laplace kraftigt kritiseret Carlini-Plana tilgang til lunar teori.

In fact Horrocks' lunar theory was used for around 100 years, a remarkable achievement.
Faktisk Horrocks' lunar teori blev brugt for omkring 100 år, en bemærkelsesværdig præstation.

Siegel gave a much improved version of lunar theory as developed by Hill.
Siegel gav en langt bedre udgave af lunar teori som er udviklet af Hill.

In fact Euler's lunar theory was used by Tobias Mayer in constructing his tables of the moon.
Faktisk Eulers lunar teori blev brugt af Tobias Mayer ved opførelse af hans borde of te Moon.

Although he is best known for his observations of the transit of Venus in 1639, Horrocks' most important work was his lunar theory.
Selv om han er bedst kendt for sine observationer af transit af Venus i 1639, Horrocks' vigtigste arbejde var hans lunar teori.

His Researches in Lunar Theory appeared in 1878 in the newly founded American Journal of Mathematics.
Hans Forskninger i Lunar Theory udkom i 1878 i de nyligt grundlagt American Journal of Mathematics.

Hill graduated from Rutgers College in 1859 with his A.B. The following year he began his study of the lunar theory of Delaunay and Hansen.
Hill gradueret fra Rutgers College i 1859 med sin AB Det følgende år begyndte han sin undersøgelse af lunar teorien om Delaunay og Hansen.

For his lunar theory[Hipparchus] needed to establish the mean motions of the Moon in longitude, anomaly and latitude.
For hans lunar teori[Hipparchus] er nødvendige for at indføre betyde beslutningsforslag of the Moon i længde, anomali og bredde.

Before this, in 1889, he had joined the Royal Astronomical Society and in the year he left England his first paper was published by that Society on lunar theory.
Før dette, i 1889, havde han tiltrådte Royal Astronomical Society og i det år, han har forladt England hans første dokument blev offentliggjort af, at samfundet på lunar teori.

Siegel gave a much improved version of lunar theory as developed by Hill. the Lagrangian solutions for the three-body problem.
Siegel gav en langt bedre udgave af lunar teori som er udviklet af Hill. Det Lagrange-løsninger for de tre-legeme problem.

Earlier observations of the Moon were made only at conjunction or at opposition to the Sun and it was these earlier observations on which Newton 's lunar theory had been based.
Tidligere observationer af Månen blev kun på sammen eller på modstand mod solen og det var disse tidligere indlæg, som Newton's lunar teorien havde været baseret på.

He published, in 1860 and 1867, two volumes on lunar theory La Théorie du mouvement de la lune which contained the results of twenty years work.
Han offentliggjorde i 1860 og 1867, to volumener på lunar teori La Théorie du Mouvement de la Lune, som indeholdt resultaterne af tyve års arbejde.

While he had worked in Cambridge, before going to the United States, Brown had read Hill 's Researches in the lunar theory(1878) and published his own ideas on that theory..
Mens han havde arbejdet i Cambridge, inden jeg går til USA, Brown havde læst Hill's Forskninger i lunar teori(1878) og offentliggjort sine egne idéer om, at teori..

He published An Introductory Treatise on the Lunar Theory in 1896, then embarked on a new theory of the orbit of the Moon based on Hill 's ideas.
Han offentliggjorde en indledende afhandling om Lunar Theory i 1896, derefter ind i en ny teori om kredsløbet of the Moon baseret på Hill's idéer.

This work was an outstanding contribution to mathematical astronomy coming quickly after the publication of the second volume of Delaunay 's work on lunar theory La Théorie du mouvement de la lune which had been published in 1867.
Dette arbejde var et enestående bidrag til matematiske astronomi kommer hurtigt efter offentliggørelsen af den anden mængden af Delaunay's arbejde på lunar teori La Théorie du Mouvement de la Lune, som var blevet offentliggjort i 1867.

He studied continuum mechanics, lunar theory with Clairaut, the three body problem, elasticity, acoustics, the wave theory of light, hydraulics, and music.
Han studerede kontinuum mekanik, lunar teori med Clairauts, de tre legeme problemet, elasticitet, akustik, den bølge teorien af lys, hydraulik, og musik.

For it added later observations, revised computations, and critical reflections- one of which revealed that Ptolemy 's lunar theory required the apparent diameter of the moon to vary in length much more than it really does.
For den er tilføjet senere observationer, reviderede beregninger, og kritiske refleksioner- hvoraf den ene viste, at Ptolemæus' s lunar teorien kræves det tilsyneladende diameter på månen at variere i længde meget mere end det egentlig gør.

A large work on the lunar theory taken in hand by[Machin] in 1717 never saw the light, but a mass of his manuscripts is preserved by the Royal Astronomical Society; and writing to Jones in 1727, he asserted his claim to the parliamentary reward of 10,000 for amending the lunar tables.
Et stort arbejde på lunar teori taget i hånd med[Machin] i 1717 aldrig har set lyset, men en masse af hans manuskripter er konserveret ved Royal Astronomical Society, og skriver til Jones i 1727, han hævdede sit krav til den parlamentariske belønning på 10000 for ændring af lunar tabeller.

He realised that the moon's orbit was perturbed by the sun(remember that he worked before Newton proposed his theory of universal gravitation) and was able to give a lunar theory which was much better than anything available at the time.
Han indså, at Månens bane var rystet af solen(husk at han arbejdede før Newton foreslog hans teori om universelle tyngdelov) og var i stand til at give et lunar teori som var langt bedre end noget andet til rådighed på det tidspunkt.

He also published On the extension of Delaunay's method in the lunar theory to the general problem of planetary motion in the Transactions of the American Mathematical Society in 1900.
Han offentliggjorde også om udvidelse af Delaunay's metode i lunar teori til det generelle problem for planeternes bevægelse i de transaktioner af den amerikanske Mathematical Society i 1900.

He published On a class of particular solutions of the problem of four bodies in 1900 and A class of periodic solutions of the problem of three bodies with application to the lunar theory in 1906 both in the Transactions of the American Mathematical Society.
Han offentliggjort på en klasse af særlige løsninger på problemet med fire organer i 1900 og en klasse af periodiske løsninger på problemet med tre organer med ansøgningen til lunar teori i 1906 både i de transaktioner af den amerikanske Mathematical Society.

Brown wrote in 1915 that Hill's memoir Researches in Lunar Theory:… of but fifty quarto pages has become fundamental for the development of celestial mechanics in three different directions.
Brown skrev i 1915, at Hill's memoir Forskninger i Lunar Teori:… af, men halvtreds kvarto sider er blevet grundlæggende for udviklingen af himmelsk mekanikere i tre forskellige retninger.

Moreover, the"Epitome" was no mere compressed translation…[for] it added later observations, revised computations, and critical reflections- one of which revealed that Ptolemy 's lunar theory required the apparent diameter of the moon to vary in length much more than it really does.
Desuden,"Sammendrag" var ikke blot komprimeret oversættelse…[for] den er tilføjet senere observationer, reviderede beregninger, og kritiske refleksioner- hvoraf den ene viste, at Ptolemæus' s lunar teorien kræves det tilsyneladende diameter på månen at variere i længde meget mere end det egentlig gør.

While he had worked in Cambridge, before going to the United States, Brown had read Hill 's Researches in the lunar theory(1878) and published his own ideas on that theory. Newcomb was constructing tables of planetary motion when Brown arrived in the United States and Newcomb had persuaded Hill to help him out by working on the motion of Jupiter and Saturn.
Mens han havde arbejdet i Cambridge, inden jeg går til USA, Brown havde læst Hill's Forskninger i lunar teori(1878) og offentliggjort sine egne idéer om, at teori. Newcomb blev konstruere tabeller over planeternes bevægelse, når Brown ankom i USA og Newcomb havde overtalt Hill for at hjælpe ham ud ved at arbejde på bevægelse af Jupiter og Saturn.

This work was an outstanding contribution to mathematical astronomy coming quickly after the publication of the second volume of Delaunay 's work on lunar theory La Théorie du mouvement de la lune which had been published in 1867. Tisserand was then appointed as an assistant-astronomer at the Paris Observatory.
Dette arbejde var et enestående bidrag til matematiske astronomi kommer hurtigt efter offentliggørelsen af den anden mængden af Delaunay's arbejde på lunar teori La Théorie du Mouvement de la Lune, som var blevet offentliggjort i 1867. Tisserand blev derefter udpeget som assistent-astronom ved Paris Observatory.

A giant collision is a theory of lunar formation.
En kæmpe kollision er en teori om månens oprindelse.

Sådan bruges "lunar theory" i en sætning

A “childish,” “occult,” theory based on “miracles.” That’s what Galileo thought of the lunar theory of tides.

I knew about Hill lunar theory and Barry had just written a review of Arnold's book on Mechanics.

One of the projects was to put Brown's lunar theory into the machine and evaluate the expressions directly.

And most people forget that Brown really did his lunar theory work at Haverford before he went to Yale.

The lunar theory proposed two centuries later by Copernicus is almost the same as that introduced by ibn al-Shatir.

The mechanism is regarded as the first analog computer, possibly built by Archimedes, according to the lunar theory of Hipparchus.

The section about the lunar theory was not yet printed, but the woodcuts were ready and the text completed in manuscript.

Since the Second World War and especially since the 1960s, lunar theory has been further developed in a somewhat different way.

In his work on the lunar theory Euler laid the mathematical foundation for almost all future work that dealt with orbital theory.