In fact, the emergence of the formula may have more to do with the properties of gamma
functions than the physics of the hydrogen atom, Nachtergaele says.
Not exact matches
First, to say that this pear has mass might be to say that within the framework of
physics and systems of physical measurement and associated units, there is some number m greater
than zero, which, to some unspecified tolerance,
functions as a parameter in a mechanical analysis of the pear's behavior.
From this Stoeger argues that «special divine action» is really a matter of the «higher laws of nature» as they actually
function, rather
than as we understand them, subsuming, modifying and marshalling the «lower orders of nature»; those of
physics, chemistry and biology.
His calculations found instead that
functioning stars would be more resilient to variations in
physics than anyone expected.
These would
function more as puzzle solving tools rather
than the zany
physics manipulators of the real game, but would still let the player explore all of Hyrule once they left the Plateau, something I think is essential.
The equations for Rossby waves (Calculation of the Meridional Wave Number,
Physics of the Parameter, and Calculation of the Amplitudes) show that this can occur if a set of necessary conditions are met: u ¯ > 0 in the midlatitude region; the highest value of l within the waveguide is in the range of the meridional wave numbers lm dominantly contributing to the external forcing with a given m, which provides closeness of the k waves to respective m waves not only in terms of the zonal but also the meridional wave numbers, favoring the QRA of the m waves; the total latitudinal width of the waveguide is no less
than the characteristic spatial scale of the relevant Airy
function (25), which is used as the boundary condition at its southern and northern boundaries; and latitudinal distribution of l is sufficiently smooth in the waveguide, and both TPs lie within a midlatitude region of ∼ 25 ° N — 30 ° N and ∼ 65 ° N − 70 ° N, as the necessary condition for the application of quasilinear Wentzel − Kramers − Brillouin (WKB) method (25) when solving the equations for Rossby waves.