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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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Mixmaster universe<br />

Mixmaster universe A dynamically<br />

anisotropic but homogeneous theoretical cosmology<br />

(Misner, 1966) which exp<strong>and</strong>s from a<br />

Big Bang to a maximum size <strong>and</strong> recollapses to<br />

a final “big crunch”. The constant-time 3-spaces<br />

are distorted 3-spheres. A nonlinear oscillation<br />

occurs because the spatial curvature generates<br />

a “force term” in the motion of the anisotropy,<br />

bounding the anistropy by an amount which is<br />

finite at any one time, though the bound itself diverges<br />

at the Big Bang <strong>and</strong> big crunch. The universe<br />

behaves like an exp<strong>and</strong>ing, then contracting,<br />

ball that shrinks to a flattened spindle <strong>and</strong><br />

then puffs out first in one direction <strong>and</strong> then in<br />

another, changing into a pancake configuration,<br />

<strong>and</strong> so on. Any shape can eventually arise. Further,<br />

cosmological horizons can be eliminated<br />

in some situations, allowing mixing of matter<br />

<strong>and</strong> providing, in principle, a homogenization<br />

(though this has been shown to be of very small<br />

probability); thus the name, which also stems<br />

from the analogy with a particular kitchen appliance.<br />

MJD See Modified Julian Date.<br />

MK system of stellar classification In the<br />

1890s Harvard Observatory began to classify<br />

stars according to hydrogen features, such as the<br />

strength of Balmer lines. In the 1920s this system<br />

of classification based on temperature was<br />

revised <strong>and</strong> compiled by E.C. Pickering, A.J.<br />

Cannon, <strong>and</strong> others, leaving us with O, B, A, F,<br />

G, K, M. The types were divided up into 10 subtypes,<br />

from 0 to 9, <strong>and</strong> special types R, N, <strong>and</strong> S<br />

were added for carbon-rich stars. However, often<br />

stars of the same temperature type differed<br />

greatly in luminosity, <strong>and</strong> so several luminosity<br />

classification schemes were used. In the 1930s<br />

W.W. Morgan <strong>and</strong> P.C. Keenan of Yerkes Observatory<br />

documented a luminosity classification<br />

in combination with a temperature type that is<br />

still used today. The system used Roman numerals<br />

along with the subdivided temperature<br />

classification. Class V stars are on the main sequence,<br />

class Ia, b are the supergiants, class II<br />

are the bright giants, class III are the normal giants,<br />

class IV are the sub-giants, class VI are the<br />

dwarfs, <strong>and</strong> class VII are the white dwarfs. Each<br />

of these luminosity classes occupy distinct positions<br />

on the Hertzprung–Russell diagram. Stars<br />

© 2001 by CRC Press LLC<br />

320<br />

with the same temperature yet different luminosity<br />

must differ in surface area (see effective<br />

temperature). This difference produces measurable<br />

effects in some spectral features, such as<br />

pressure broadening, <strong>and</strong> can thus be measured.<br />

Later, Keenan developed, along with others, a<br />

dual type of classification for the difficult latetype<br />

carbon-rich stars, the carbon stars. Types<br />

N <strong>and</strong> R have been replaced by a C classification<br />

followed by two numbers, one indicating<br />

the temperature <strong>and</strong> the other the strength of the<br />

carbon abundance.<br />

M magnitude Stellar magnitude derived<br />

from observations in the infrared at a wavelength<br />

of 5 µm.<br />

model atmosphere A computationally constructed<br />

atmosphere model, created according to<br />

physics laws <strong>and</strong> representing the atmospheric<br />

status by discrete values on horizontal grid mesh<br />

<strong>and</strong> vertical levels. By inputting initial atmospheric<br />

state conditions, numerical atmospheric<br />

models can start time integration to simulate<br />

the real atmospheric processes approximately.<br />

Their accuracy depends on the model’s resolution,<br />

the number <strong>and</strong> quality of contained<br />

physics processes, <strong>and</strong> parameterization packages<br />

to describe the sub-grid processes in the<br />

models. By simulating real atmospheric processes,<br />

numerical atmospheric models can provide<br />

products for weather forecasts, research on<br />

different atmospheric science issues, <strong>and</strong> on climate<br />

status in ancient times.<br />

mode water An ocean water mass characterized<br />

by small vertical gradient in temperature<br />

<strong>and</strong> density. For this, it is also called thermostad<br />

or pycnostad. Occupying a great depth range,<br />

this water mass st<strong>and</strong>s out as a distinct mode<br />

in a volumetric census taken against temperature<br />

or density. Subtropical mode waters, found<br />

in northwestern parts of the North Pacific <strong>and</strong><br />

North Atlantic subtropical gyres, are the most<br />

famous ones, with a characteristic temperature<br />

centered on 18 ◦ C, they are sometimes called<br />

18 ◦ -waters. They form in the deep mixed layer<br />

under intense cooling in winter <strong>and</strong> are advected<br />

southwestward by the wind-driven subtropical<br />

gyres. Other mode waters with different tem-

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