Atmospheric pCO2 sensitivity to the biological pump in the ocean
Global Biogeochemical Cycles American Geophysical Union (AGU) 14:4 (2000) 1219-1230
Spatially correlated and inhomogeneous random advection
Physics of Fluids AIP Publishing 12:4 (2000) 822-834
Lattice models of advection-diffusion.
Chaos (Woodbury, N.Y.) 10:1 (2000) 61-74
Abstract:
We present a synthesis of theoretical results concerning the probability distribution of the concentration of a passive tracer subject to both diffusion and to advection by a spatially smooth time-dependent flow. The freely decaying case is contrasted with the equilibrium case. A computationally efficient model of advection-diffusion on a lattice is introduced, and used to test and probe the limits of the theoretical ideas. It is shown that the probability distribution for the freely decaying case has fat tails, which have slower than exponential decay. The additively forced case has a Gaussian core and exponential tails, in full conformance with prior theoretical expectations. An analysis of the magnitude and implications of temporal fluctuations of the conditional diffusion and dissipation is presented, showing the importance of these fluctuations in governing the shape of the tails. Some results concerning the probability distribution of dissipation, and concerning the spatial scaling properties of concentration fluctuation, are also presented. Though the lattice model is applied only to smooth flow in the present work, it is readily applicable to problems involving rough flow, and to chemically reacting tracers. (c) 2000 American Institute of Physics.‘Equability’ in an unequal world: The early Eocene revisited
GFF Taylor & Francis 122:1 (2000) 101-102
A model study of the influence of the quasi-biennial oscillation on trace gas distributions in the middle and upper stratosphere
Journal of Geophysical Research Atmospheres 105:D4 (2000) 4539-4551