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AMS Glossary
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Section GG index1-9 of 425 terms

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  • G-layer—See G-region.
  • G-region—(Obsolete.) A region of free electrons in the ionosphere occasionally observed above the F2-layer.
    The existence of this region has not been definitely established.
  • G system—Same as grid navigation.
  • gaign—A cross-mountain wind that causes clouds to form on the crests of mountains in Italy.
  • gain factor—Same as gain.
  • gain—An increase or amplification.
    There are two general uses of the term in radar meteorology: 1) antenna gain (or gain factor), which is the ratio of the power transmitted along the beam axis to that of an isotropic radiator transmitting the same total power; and 2) receiver gain (or video gain), which is the amplification given a signal by the receiver.
  • gaining stream—See effluent stream.
  • gale warning—A storm warning, for marine interests, of sustained winds of 28–47 knots inclusive (32–54 mph) either predicted or occurring and not associated with tropical cyclones.
    The storm-warning signals for this condition are 1) two triangular red pennants by day and 2) a white lantern over a red lantern by night.
  • gale—1. In general, and in popular use, an unusually strong wind. 2. In storm-warning terminology, a wind of 28–47 knots (32–54 mph). In the Beaufort wind scale, a wind with a speed from 28–55 knots (32–63 mph) and categorized as follows: moderate gale, 28–33 knots (Force 7); fresh gale, 34–40 knots (Force 8); strong gale, 41–47 knots (Force 9); and whole gale, 48–55 knots (Force 10).
  • Galerkin approximation—An approximation to a differential equation that uses a linear combination of basis functions with weights determined by minimizing a globally integrated measure of the error in the solution.
    The resulting error is orthogonal to each basis function in an integral sense. Finite-element approximations result when piecewise linear basis functions are selected. Spectral approximations are produced when spherical harmonic basis functions are selected over spherical domains. See finite-element model.

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