In literature:
Up in Hampstead the world seemed to wheel in its orbit more tranquilly than in the feverish city which lay at the foot of its slopes.
"The Dictator" by Justin McCarthy
The orbit of his rounds carried him several times past a woman, who was standing unaccompanied at the rail astern.
"The Tyranny of Weakness" by Charles Neville Buck
To understand the Twenties, you have to understand the unusual orbit that Anvhar tracks around its sun, 70 Ophiuchi.
"Planet of the Damned" by Harry Harrison
Life, without a central purpose around which it can revolve, is like a star that has fallen out of its orbit.
"Wisdom, Wit, and Pathos of Ouida" by Ouida
He was too preoccupied during the journey to estimate orbital figures, anyway.
"Security" by Poul William Anderson
He traced all geologic changes to differences in the inclination of the earth's axis to the plane of its orbit.
"A Budget of Paradoxes, Volume I (of II)" by Augustus De Morgan
It's coffee time, and Doc Fitzhugh is as regular as a satellite orbit.
"Unwise Child" by Gordon Randall Garrett
He wallowed in the cheap and tawdry, and the gospel of sterling simplicity was absolutely outside his orbit.
"Little Journeys to the Homes of the Great, Vol. 13" by Elbert Hubbard
II was away on the far side of its orbit.
"A Matter of Importance" by William Fitzgerald Jenkins
We have orbital satellites, and we've landed on the Moon with an atomic rocket.
"That Sweet Little Old Lady" by Gordon Randall Garrett (AKA Mark Phillips)
We old fellows rarely drift outside the groove of our fixed orbit.
"The Promise" by James B. Hendryx
On her left hung the giant globe of Asthor, rotating slowly, moving slowly in her orbit.
"The Ultimate Weapon" by John Wood Campbell
The war-fleet of Kandar, in very fine formation, flowed in its polar orbit around the fourth planet out from Kandar's sun.
"Talents, Incorporated" by William Fitzgerald Jenkins
Every asteroid has its own orbit around the sun, and everyone that's been registered as a claim has the orbit charted.
"Gold in the Sky" by Alan Edward Nourse
Hoddan knew a spaceship in orbit when he saw one.
"The Pirates of Ersatz" by Murray Leinster
Their orbital speeds and distances were known.
"The Aliens" by Murray Leinster
The command to halt, turn around, and return to base did not come until their second hop had brought them into the Mars orbit.
"Eight Keys to Eden" by Mark Irvin Clifton
Mars is the next planet outside the earth's orbit, so is the fourth from the sun.
"To Mars via The Moon" by Mark Wicks
Within a short time we shall orbit Coar herself and force her surrender.
"Tulan" by Carroll Mather Capps
Letting Jupiter run away from us as he circles his orbit, following the Sun.
"Empire" by Clifford Donald Simak
***
In poetry:
How haste the unresting feet of Change,
On life's stupendous orbit set!
She walks a way her blood hath wet,
Yet deems her path untrodden, strange.
"The Testimony of the Suns" by George Sterling
La Natura e il Lavoro!--E poi?--La testa
Poggiar sul cornicione d'una chiesa,
Coi passeri che intorno le fan festa
O col becco alle vuote orbite offesa!
"La Chiesetta Dei Morti" by Ferdinando Fontana
The sun, us'd to cheer us with heat and with light,
Now turns his pale orbit away from our sight,
Refusing his wonted assistance to yield,
'Till half of our grain is destroy'd on the field.
"Another, On The Same Occasion" by Rees Prichard
The hills remain, the woods, the waves;
And they alone are dupes or slaves
Who, spurning Nature's breast,
Too high would soar, too deep would sound,
And madden vainly round and round
The orbit of unrest.
"At Shelley’s House At Lerici" by Alfred Austin
And thus, amid the din of war,
Thro' cloud and thunder flashed the star,
Lost for awhile in gloom and night
To re-appear with tenfold light;
From orbit small, reluctant sent
To grasp a wide-spread firmament.
"The Battle-Day, Or, The Lost Army" by Ernest Jones
Are you struggling, perhaps, in a world that I see only dimly,
Except as it sweeps toward the star on which I stand alone?
Are we swung like two planets, compelled in our separate orbits,
Yet held in a flaming circle far greater than our own?
"The Flaming Circle" by Louis Untermeyer
In news:
EarthSky Tonight—Oct 29, Last quarter moon marks direction of Earth's orbital motion .
No orbiter , but Houston gets the shuttle ferry.
Mars rovers, orbiter study huge dust storm.
A Newly Constructed Movie of Earthrise From the Apollo 11 Orbiter .
Final details on Endeavour's visit: Last chance to see an orbiter in flight.
Orbiter Sees Carbon-Dioxide Snowfall on Mars.
Spectacular color pictures from Mars Reconnaissance Orbiter reveal robot's route.
Space Center Houston getting space shuttle orbiter model this spring.
Orbiter Spots Rover Perched on Crater's Edge.
Clear plastic stretched across the crater in the orbiter 's nose, where the forward reaction control system—small thrusters that maneuvered the spacecraft in orbit—had been removed.
And this harvesting of the orbiter 's components was only the beginning.
Back in the late '90s/early 2000s, Echo Orbiter was a frequent sight on Philly stages.
Lunar orbiter spots Apollo landing sites.
The Mars Reconnaissance Orbiter before it launched.
(Watch an overview of Mars Reconnaissance Orbiter 's mission -- 1:49).
***
In science:
The traces Tr P n are calculated by summing over hyperbolic periodic orbits of length n as Tr P n = P 1 | det(1−J )| where the 2 × 2 matrix J = ∂M n(X )/∂X is the linearized map M n evaluated at any of the points of a contributing period-n orbit and X = (cos θ, ϕ) the phase space point.
Frobenius-Perron Resonances for Maps with a Mixed Phase Space
Each such factor di (z ) is then calculated separately with the above well known expressions but restricting the periodic-orbit sum for the trace Tr P n to the orbits previously identiﬁed as contributing to the eigenfunctions.
Frobenius-Perron Resonances for Maps with a Mixed Phase Space
The reasons are twofold: Firstly, both closed-orbit and periodic-orbit theory suffer from fundamental convergence problems of the inﬁnite orbit sums.
Semiclassical quantization with bifurcating orbits
Also, the energy radiated per orbit is calculated by multiplying the luminosity and the orbital period: E /orbit = 2π Ω L.
Variational Principles in General Relativity
The invariant set is composed of all the orbits that never leave this interval and as such contains a countable number of periodic orbits and an uncountable number of nonperiodic orbits.
Relativistic chaos is coordinate invariant
Because of this sparse phase coverage of the V2 data, our initial visual orbit determination we constrained orbital parameters measured by RV (i.e. e, ω , P ) to their T95 values (Table 4), and found an orbit model that phased-up acceptably with the T95 solution.
Dynamical Masses for Low-Mass Pre-Main Sequence Stars: A Preliminary Physical Orbit for HD 98800 B
Such orbits are called Birkhoff orbits (see [Ka]) or monotone orbits.
Simple braids for surface homeomorphisms
Can this theory of topologically complicated orbits forcing topologically simpler orbits be generalized to the case in which the orbits are not periodic? This question remains open even on the annulus.
Simple braids for surface homeomorphisms
That is, when an entire orbit σ of ϕ is restricted to R+ (called forward orbit), then it coincides with the orbit of ϕ, which is the same as the deterministic case.
The random case of Conley's theorem: III. Random semiflow case and Morse decomposition
This direct solution is ﬂawed, however, since for most interesting choice s of Qi the resulting fs depends on orbit phase; using this fs the masses of particles sampling a given orbit would vary along the orbit! Therefore in practice we use a slightly less direct approach.
Multi-mass schemes for collisionless N-body simulations
The values of the orbital parameters that we derived are summarised in Table 2 and compared to the orbital elements of Pogodin et al. (2004), as well as to the orbital parameters determined from interferometric data by Monnier et al. (2006).
Characterisation of the magnetic field of the Herbig Be star HD 200775
In rough terms, this means that a section i) never has a component along the orbits and intersects every orbit (transversality) ii) that it intersects each orbit once.
Gauge Theory in Riem(M)
The fol lowing are equivalent: (1) στ ,X is an involution of the ﬁrst kind. (2) The Pn,τ -orbits in X in general position are PGLn -orbits. (3) The Pn,τ -orbits in X in general position are irreducible. (4) The Pn,τ -action on X is not generical ly free.
Central Simple Algebras with Involution: A Geometric Approach
For a nilpotent orbit Ot in l(q), Lusztig and Spaltenstein [L-S] showed that G · (n(q) + ¯Ot ) is a nilpotent orbit closure, say ¯O, which depends only on the G-orbit of the pair (l(q), Ot).
On Q-factorial terminalizations of nilpotent orbits
Deﬁnition 4. A (d-fold) covering G-bimodule is a permutational G-bimodule M such that the right action of G on M is free and has d orbits. A transversal X ⊂ M of the right orbits, i.e., a set intersecting every orbit of the right action exactly once, is called a basis of the covering bimodule M.
Combinatorial models of expanding dynamical systems
***