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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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spiral galaxy<br />

more evolved stars. (Although all masses of<br />

stars are formed in the star forming region, the<br />

massive blue stars are brighter, <strong>and</strong> they live a<br />

substantially short time, so they remain near the<br />

spiral wave that triggered their formation; they<br />

expire before they have a chance to move far<br />

from their birthplace.) Dust lanes, filamentary<br />

absorption features that appear dark on the emission<br />

background of the galaxy’s disk, are often<br />

associated with spiral arms. The physical origin<br />

of the spiral pattern of galaxies is a subject of<br />

current debate; it is presumably a density wave<br />

in the rotating galactic disk, moving through the<br />

disk at approximately 20 km/sec; the regions of<br />

compression become regions of star formation.<br />

“Gr<strong>and</strong> design” spirals have been linked to the<br />

gravitational perturbation by a nearby companion<br />

galaxy, as in the case of M51. See also M51.<br />

spiral galaxy A galaxy showing a bright<br />

spiral pattern, superimposed to smooth disk<br />

emission. Spiral galaxies are composed of a<br />

spheroidal bulge <strong>and</strong> a flattened system of gas<br />

<strong>and</strong> stars (the disk), over which the spiral pattern<br />

is seen. While the bulge of a spiral galaxy<br />

loosely resembles an elliptical galaxy, the disk<br />

shows an exponential decrease in surface brightness<br />

with increasing distance from the nucleus.<br />

Both the prominence of the bulge <strong>and</strong> the shape<br />

of the spiral pattern vary along the Hubble sequence<br />

from S0, the lenticular galaxies, to Sa<br />

(which show large nuclii <strong>and</strong> faint spiral structure),<br />

to Sb, to Sc galaxies which have small<br />

nuclei <strong>and</strong> strong spiral arms. Many galaxies<br />

show a bar across the nucleus, in which case<br />

a B is added to the classification, as in SBc.<br />

In total count, S0 amount to 22%, <strong>and</strong> Sa,b,c<br />

galaxies to 61% of all galaxies observed. Spiral<br />

galaxies are most common in the “field”, i.e.,<br />

not in clusters (“morphology-density relation”).<br />

See also Hubble sequence, spiral arm.<br />

split-hull barge A barge that is constructed<br />

so that its hull can be opened to drop the contents<br />

of its hold. The hinge runs along the long axis<br />

of the barge.<br />

Spoerer’s law Describes the spatial distribution<br />

of sunspots during the solar cycle: sunspots<br />

always start at relatively high latitudes (about<br />

30 ◦ ) <strong>and</strong> move towards the equator. In addition,<br />

© 2001 by CRC Press LLC<br />

440<br />

during the solar cycle the latitude of emergence<br />

of sunspots moves also toward the equator.<br />

spontaneous symmetry breaking In condensed<br />

matter physics, the zero magnetization<br />

of an (initially) isotropic ferromagnetic system<br />

takes on a nonvanishing value (<strong>and</strong> thus, the<br />

magnetization points in a particular direction)<br />

as the temperature decreases below the critical<br />

temperature Tc. Thus, the initial symmery (the<br />

isotropy) is spontaneously broken. The case for<br />

particle physics is described by a scalar field φ<br />

called the Higgs field, <strong>and</strong> now the order parameter<br />

characterizing the transition is the vacuum<br />

expectation value |φ| of this field. The vacuum<br />

expectation value is the expected value of a field<br />

in its lowest possible energy configuration.<br />

Research done in the 1970s in finite-temperature<br />

field theory led to the result that the<br />

temperature-dependent effective potential for<br />

the Higgs field can be written roughly as<br />

VT(|φ|) =− 1<br />

2 m2 (T)|φ| 2 + λ<br />

4! |φ|4<br />

withT 2<br />

c = 24m2 0 /λ,m2 (T)=m2 0 (1−T 2 /T2 c ),<br />

this potential has one minimum energy (the<br />

“false vacuum”) at |φ| =0 whenT is large, but<br />

a different value given by 〈|φ|〉 2 = 6m2 (T)/λ<br />

wherem0 <strong>and</strong>λ are two positive constants when<br />

T is small. Because this minimum depends only<br />

on the magnitude of |φ|, not on its sign or phase,<br />

there are possibly more than one low temperature<br />

minima, a situation called degenerate true<br />

vacuua.<br />

For energies much larger than the critical<br />

temperature (in appropriate units), the fields are<br />

in the highly symmetric state characterized by<br />

|φ| = 0. But, when energies decrease the symmetry<br />

of the system is spontaneously broken:<br />

the scalar field rolls down the potential <strong>and</strong> sits<br />

in one of the nonvanishing degenerate new minima.<br />

See cosmic phase transition.<br />

sporadic E Sporadic E (Es) layers are transient<br />

localized thin patches of relatively high<br />

electron density occurring at (95 to 140 km) E<br />

layer altitudes. While the peak sporadic E electron<br />

density can be several times larger than the<br />

normal E region, it is independent of the regular<br />

solar produced E layer. Although the layers

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