One model of this process results in a two-parameter fit for the local density of states and is typically analyzed asymptotically, depending on whether the LDOS is independent of energy or is a delta function of the energy; that is the Newns-Anderson model of this process.
One model of this process results in a two-parameter fit for the local density of states and is typically analyzed asymptotically, depending on whether the LDOS is independent of energy or is a delta function of the energy; that is the Newns-Anderson model of this process. Lang and Williams characterized the delocalized bonds forming from this process in order to explain how it occurs in jellium. The simplest theory of this process is an empirical expression that sets a mass ratio proportional to pressure raised to the "one over n" power, (*) the Freundlich equation. A theory for how this process occurs in the presence of multiple layers was formulated by Brunauer, Emmett, and Teller. The first non-trivial theoretical model of this phenomenon gives the equilibrium constant times pressure over the quantity one plus the equilibrium constant times pressure as being equal to the occupancy fraction. That model, which like most models of this process assumes constant temperature, is named for Langmuir. For 10 points, identify this process in which a molecule attaches to an empty site on a surface.
One model of this process results in a two-parameter fit for the local density of states and is typically analyzed asymptotically, depending on whether the LDOS is independent of energy or is a delta function of the energy; that is the Newns-Anderson model of this process.
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