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DICTIONARY OF GEOPHYSICS, ASTROPHYSICS, and ASTRONOMY

DICTIONARY OF GEOPHYSICS, ASTROPHYSICS, and ASTRONOMY

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orbital elements<br />

higher than the OWF that will be better to use.<br />

Conventionally, the OWF has probably been the<br />

most important ionospheric parameter deduced<br />

for HF propagation. The OWF is also sometimes<br />

called the Frequency of Optimum Traffic<br />

(FOT). See ionospheric radio propagation path.<br />

orbital elements Seven quantities that must<br />

be specified to specify the position of a point<br />

mass in a Newtonian orbit: the longitude of the<br />

ascending node (), the inclination i of the object’s<br />

orbital plane to the ecliptic (or to the plane<br />

of the sky, for extrasolar objects), the argument<br />

of the perihelion (ω), the semimajor radius of<br />

the orbit, a, the eccentricity of the orbit, ɛ, <strong>and</strong><br />

the mean anomaly,M, which increases linearly<br />

with time. See separate entries for these quantities.<br />

orogeny The creation of a mountain range.<br />

orographic cloud A cloud that forms because<br />

of forcing of the air motion by the Earth’s<br />

topography, as cap clouds, lee wave clouds, etc.<br />

Orowan’s equation The main relationship<br />

for the physics of plastic deformation, expressing<br />

the strain rate (ε) caused by the motion (glide<br />

or climb) of dislocations of Burgers vector b,<br />

with an average velocity ( ¯v) <strong>and</strong> the density of<br />

mobile dislocations being ρm,<br />

ε=ρmb ¯v.<br />

It is the master equation, from which many constitutive<br />

equations expressing microscopic deformation<br />

models can be derived.<br />

orthogonal Perpendicular; lines drawn perpendicular<br />

to the crests of water waves are referred<br />

to as wave orthogonals.<br />

Osborn–Cox method See Cox number, dissipation<br />

of temperature variance.<br />

Osborn model Method to infer turbulent<br />

density fluxes from the measurement of the dissipation<br />

rate of turbulent kinetic energy ɛ. The<br />

vertical turbulent density flux is normally expressed<br />

via the eddy diffusivity Kρ<br />

w ′ ρ ′ ∂ρ<br />

=−Kρ<br />

∂z<br />

© 2001 by CRC Press LLC<br />

346<br />

wherew is the vertical velocity in thez direction,<br />

the primes denote turbulent fluctuations from<br />

the mean (see Reynolds decomposition), <strong>and</strong> the<br />

over-bar denotes a suitable spatial average that<br />

is longer than the typical length scales of the<br />

turbulence, but shorter than any energy containing<br />

scales. Under the assumption that the turbulence<br />

is steady in time <strong>and</strong> homogeneous in<br />

space, the equation describing the turbulent kinetic<br />

energy (tke) reduces to the so-called tkebalance<br />

equation<br />

P = B + ɛ<br />

where P =−u ′ w ′ (∂U/∂z) represents the mechanical<br />

production of turbulent kinetic energy,<br />

B = g/ρ −1 w ′ ρ ′ the destruction of tke by<br />

buoyancy, <strong>and</strong> ɛ is the rate of dissipation of<br />

tke. The buoyancy term can be parameterized<br />

by the non-dimensional flux Richardson number<br />

Rif ≡ B/P. Substitution of Rif into the tkebalance<br />

equation expresses the vertical density<br />

flux in terms of the dissipation rate ɛ<br />

gρ −1 w ′ ρ ′ = Rif<br />

1 − Rif<br />

ɛ = Ɣɛ .<br />

The quantity Ɣ = Rif /(1 − Rif ) is often referred<br />

to as the mixing efficiency.<br />

oscillating universe If the universe is closed,<br />

i.e., it has enough mass or equivalently exp<strong>and</strong>s<br />

slowly enough for the gravitational pull of matter<br />

to cause it to contract back to zero size in the<br />

far future, this may be repeated as a cycle. The<br />

temperature <strong>and</strong> density would increase without<br />

limit as the contraction intensifies, would<br />

go formally to infinity, <strong>and</strong> then decrease again<br />

as the universe exp<strong>and</strong>s. This model of cosmic<br />

evolution parallels the ancient idea of the cyclic<br />

universe — one that undergoes a never-ending<br />

sequence of rebirths, each time rising phoenixlike<br />

from the ashes of its previous demise. In<br />

the modern viewpoint, the bounce may occur in<br />

a very high temperature quantum gravity epoch.<br />

O star Star of spectral type O.<br />

Ostriker–Thompson–Witten scenario (1986)<br />

Closed loops of superconducting cosmic strings<br />

formed during string network interactions will<br />

oscillate <strong>and</strong> radiate gravitationally. This energy

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