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DICTIONARY OF GEOPHYSICS, ASTROPHYSICS, and ASTRONOMY

DICTIONARY OF GEOPHYSICS, ASTROPHYSICS, and ASTRONOMY

DICTIONARY OF GEOPHYSICS, ASTROPHYSICS, and ASTRONOMY

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sferic<br />

galactic nuclei, distinct from quasars since the<br />

host galaxy is visible <strong>and</strong> since their luminosity<br />

is lower. It is customary, albeit arbitrary, as there<br />

is no discontinuity between nearby active galactic<br />

nuclei <strong>and</strong> quasars, to distinguish between<br />

Seyferts <strong>and</strong> quasars, defining Seyfert nuclei as<br />

having luminosity lower than 10 11 solar luminosity,<br />

the luminosity of a large galaxy.<br />

sferic Theabbreviatedtermforanoccurrence<br />

of atmospheric radio noise. See atmospheric<br />

noise.<br />

shadow b<strong>and</strong>s Bright <strong>and</strong> dark b<strong>and</strong>s that are<br />

observed running along the ground just before<br />

the onset of totality in a solar eclipse. They are<br />

thought to arise from the refraction of the light<br />

from a thin crescent of the sun behind the moon,<br />

varying due to turbulence only tens or hundreds<br />

of meters above the ground. They can have<br />

wavelengths of centimeters to close to 1 m, <strong>and</strong><br />

move at rates of meters per second (determined<br />

by the rate of motion of the atmospheric inhomogeneities).<br />

Their contrast is typically low,<br />

about 1%.<br />

shadowzone Seismicrayspassingthecoreof<br />

the Earth are refracted due to the rapid decrease<br />

in seismic wave speed in the outer core, such<br />

that direct P waves cannot be detected in a zone<br />

of about 105 ◦ to 140 ◦ epicentral distance. This<br />

zone is called the shadow zone.<br />

shallow water A relative measure of water<br />

depth used in the study of water waves. Shallow<br />

water is (arbitrarily) defined as a ratio of water<br />

depth to wavelength, h/L, of 1/25 (sometimes<br />

1/10).<br />

shallow water wave A wave in water more<br />

shallow than 1/25 of a wavelength; in this case,<br />

the speed of propogation is c = √ gh, where g<br />

is the acceleration of gravity <strong>and</strong> h is the water<br />

depth.<br />

shatter cone In geology, a distinctively striated<br />

conical rock structure ranging from a few<br />

centimeters to a few meters in length, along<br />

which fracturing has occurred, believed to have<br />

been formed by the passage of a shock wave<br />

following meteorite impact. The mechanism is<br />

© 2001 by CRC Press LLC<br />

418<br />

postulated to be a focusing of the shock wave behindobstacles,<br />

concentratingitseffectinconical<br />

regions.<br />

shear The mathematical quantity (a symmetric<br />

rank-2, 3-dimensional tensor) that determines<br />

the rate of change of shape of a given<br />

portion of a continuous medium surrounding<br />

a given particle after factoring out the overall<br />

change in volume (see also acceleration, expansion,<br />

kinematical invariants, rotation, tidal<br />

forces). Consider a fluid in which acceleration,<br />

expansion, <strong>and</strong> rotation all vanish while shear<br />

is nonzero. An observer could examine a parallelepiped<br />

whose one vertex is at his position <strong>and</strong><br />

the other vertices are at neighboring particles<br />

of the medium. With time, this parallelepiped<br />

would change into another one whose volume<br />

is the same, but its shape is different (sheared)<br />

from the initial one. In real astronomical bodies<br />

(<strong>and</strong> in all fluid mediums in everyday life)<br />

shearing motion is typical.<br />

shear modulus Also called rigidity. The proportionality<br />

constant G between shear stressτij<br />

<strong>and</strong> shear strainεij for a linearly elastic medium:<br />

τij = 2Gεij . G is expressed in terms of Young’s<br />

modulus E <strong>and</strong> Poisson’s ratio v as<br />

G =<br />

E<br />

2(1 + v) .<br />

shear probe See airfoil probe.<br />

shear stress A stress (force per unit area)<br />

exerted along a surface, as opposed to a stress<br />

normal to a surface. In viscous fluids the shear<br />

stress τ is τ = µ(du/dz), where du/dz is<br />

a velocity gradient, u is the velocity in the xdirection,<br />

<strong>and</strong> µ is the viscosity of the fluid.<br />

shear velocity A measure of shear stress used<br />

in the study of sediment transport. Defined as<br />

u∗ = √ τ/ρ, where τ is the shear stress on the<br />

bed, <strong>and</strong> ρ is density.<br />

shear wave A seismic body wave in which<br />

the displacement is perpendicular to the direction<br />

of propagation. Shear waves can propagate<br />

through solids but not through liquids or gases.

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