Much climate science depends on such models, which describe the complexities of the climate.
Two models which describe the oxygen transfer, oxygen uptake, and axial mixing in a bubble column fermenter are described.
The efficient design, operation, and scaleup of such reactors require accurate, predictive mathematical models which describe their performance.
Biologically motivated mathematical models, which describe the dynamics of thrombocytopoiesis and granulocytopoiesis in nonirradiated and irradiated humans, are developed.
This paper is concerned with two mathematical models which describe the transient behavior of a catalytic converter in automobile engineering.
Two potential models which describe subthreshold and above-threshold channel potentials are developed by solving two-dimensional (2D) Poisson's equation.
This research deals with advanced constitutive models, which describe evolutions of frictional anisotropy and heterogeneity induced by the sliding kinematics.
The review is focused on structured models which describe microbial kinetics by means of selected cell components rather than by the undifferential biomass.
The same is true for models, which describe a limited range of the droplet formation spectrum, due to obvious boundary conditions.
Mathematical models which describe the dynamics of two vital body systems (hematopoiesis and small intestinal epithelium) in mammals exposed to acute and chronic radiation are developed.
This book is devoted to the study of coupled partial differential equation models, which describe complex dynamical systems occurring in modern scientific applications such as fluid/flow-structure interactions.
