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Section II index191-199 of 513 terms

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  • inertial reference frame—Within Newtonian mechanics, a reference frame relative to which every point mass not subjected to a net force is unaccelerated.
    Within relativistic mechanics, a reference frame is inertial in a (local) region of space and time if every point mass in this region remains in uniform motion. According to the principle of relativity, all the laws of physics have the same form (and contain the same numerical constants) when expressed relative to any inertial reference frame.
              Taylor, E. F. and J. A. Wheeler, 1966: Spacetime Physics, 9–12.
  • inertial stability—A state of flow that transfers no kinetic energy from the steady state to a flow disturbance.
  • inertial sublayer—A sublayer in wall-bounded shear flows characterized by a sufficiently large Reynolds number and a logarithmic velocity profile (e.g., the atmospheric surface layer); so called as an analogy with the inertial subrange of the turbulence kinetic energy (TKE) spectrum, where viscosity provides a sink for momentum as dissipation provides a sink for TKE in the inertial subrange.
  • inertial subrange—An intermediate range of turbulent scales or wavelengths that is smaller than the energy-containing eddies but larger than viscous eddies.
    In the inertial subrange, the net energy coming from the energy-containing eddies is in equilibrium with the net energy cascading to smaller eddies where it is dissipated. Thus the slope of the energy spectrum in this range remains constant. Kolmogorov showed that the slope is −5/ 3 based on dimensional arguments, namely, S ε2/3k−5/3, for ε representing viscous dissipation rate of turbulence kinetic energy, k is wavenumber (inversely proportional to the wavelength), and S is spectral energy in a Fourier decomposition of a turbulent signal. Compare energy spectrum, spectral gap; see also Kolmogorov's similarity hypotheses.
  • inertial wave—A wave that is caused by a breakdown in the geostrophic equilibrium and describes the motion of a water parcel under the influence (balance) of the Coriolis and inertial forces.
    See inertial oscillation.
  • inertio-gravity wave—An internal gravity wave propagating under the influence of both buoyancy and Coriolis forces.
    The dispersion relation is given by frequency

    in which N is the buoyancy frequency, f is the Coriolis parameter, and kh and kv are the horizontal and vertical components, respectively, of the wavenumber vector k. For all wave-numbers, inertio-gravity waves have frequency smaller than N and greater than f. Their group velocity is perpendicular to the phase velocity such that the vertical component of the group velocity is opposite in sign to the vertical component of the phase velocity. For an upward propagating inertio-gravity wave in the Northern Hemisphere, the perturbation wind vector turns anticyclonically with height.
  • inference engine—The part of a rule-based expert system that makes logical inferences or decisions.
  • inference—A logical process of drawing conclusions from a collection of data and relationships between data and potential conclusions.
    Examples are chain rule, modus ponens, modus tollens, and resolution.
  • inferior mirage—A mirage in which the image or images are displaced downward from the position of the object.
    If only a single image of distant objects is seen, then the term sinking is often applied: A horizontal surface appears to curve downwards with increasing distance and terminate in a relatively nearby optical horizon. The inferior mirage is most striking when it exhibits two images; the second, lower image is always inverted and of reduced magnification. Sometimes textbooks suggest that there is but a single image: the lower, inverted one. The upper erect image is claimed to be the object. However, both are images, and have positions and magnifications that differ from that of the object. Also, the lower inverted image is sometimes misinterpreted as having resulted from a reflection and when this is seen over land, it leads to the assumption that there must be water in the distance causing the reflection. This is the origin of the long association of the mirage and illusory water, and this leads to the assumption that water is present on a dry surface. The mirage owes its name (from se mirer, to look in a mirror) to this impression of arising from a reflection, having been named by French mariners for images seen at sea. For vertical objects seen beyond the optical horizon, typically the lower portion of the object cannot be seen, and an upper portion of the object is seen twice: erect, and inverted. The farther away the object, the more of the lower portion of it will have vanished so that, for example, the upper decks of a distant ship might appear erect and inverted and apparently floating above and disconnected from the optical horizon while the lower decks will not be seen at all. Sometimes a scene such as this is misinterpreted as resulting from a superior mirage by a person who thinks the ship's images have been lifted up from the horizon. Actually, in this case, everything is displaced, but the horizon has merely been displaced more. Inferior mirages occur over a surface when the temperature decreases with height. The formation of a two-image inferior mirage also requires that the temperature gradient decrease with height. These conditions are met when the surface is relatively warm, resulting in an upward heat flux, such as over sun-warmed ground or a lake at night. See sinking, stooping; compare superior mirage, towering, looming.
  • infiltration capacity—Maximum volumetric rate at which water can be absorbed by a porous material, per unit area, under given conditions.

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