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Earth Sciences & Geography | The Mathematics of Models for Climatology and Environment

The Mathematics of Models for Climatology and Environment

Proceedings of the NATO Advanced Study Institute on "The Mathematics of Models for Climatology and Environment", held at Puerto de la Cruz, Tenerife, Spain, January 11-21, 1995

Series: Nato ASI Subseries I:, Vol. 48

Diaz, Jesus I. (Ed.)

Softcover reprint of the original 1st ed. 1997, XVI, 478 pp. 104 figs.

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  • About this book

This book is the culmination of the NATO Advanced Study Institute on The Mathematics of Models for Climatology and Environment which was held at Puerto de la Cruz ,Tenerife, Spain during 11-21 January 1995. One of the main goals of the ASI was to establish a bridge between mathematical modellers on the one hand and physical oceanographers and climatologists on the other. The book is divided into fourth parts containing a total of 16 chapters: Parts I, II and III are devoted to general models and Part IV to models related to some local problems. Most of the mathematical models here considered involve systems of nonlinear partial differential equations. The mathemat­ ical treatment cover a large list of subjects: existence and uniqueness for well-possed problems, large time behaviour, stability, bifurcation,diagrams of equilibria, conditions for the occurrence of interfaces or free boundaries, numerical algorithms and its implementation, controllability of the problems, etc. I thank Jacques- Louis Lions and Cornelius Johannes van Duijn for their guidance and collaboration as co-directors of the AS!. I also thank J.F.Padial and G. Diaz for their help in the planning and conduct of the ASI as well as in the preparation of this book.

Content Level » Research

Keywords » Angewandte Mathematik - Climatology - Klima - Klimatologie - Modellierung - Umweltwissenschaften - algorithms - applied mathematics - environmental science - modelling

Related subjects » Earth Sciences & Geography - Monitoring & Environmental Analysis

Table of contents 

I. General Models.- Mathematical Modelling and Optimal Control Methods in Water Pollution.- Some Mathematical Problems Associated with the Development and Use of Marine Models.- Modeling Surface Processes in Climate System Models.- Analysis of Some Oceanography Physics Problems by the Galerkin’s Method.- Inertial Manifolds and Slow Manifolds.- II. General Models: Energy Balance Models.- On the Mathematical Treatment of Energy Balance Climate Models.- S-Shapedness for Energy Balance Climate Models of Sellers-Type.- Small Ice Caps in Climate Models.- III. General Models: Some Problems in Glaciology.- Glaciers and Ice Sheets.- Some Free Boundary Problems in Theoretical Glaciology.- IV. Local Problems.- A Multi-Layer Shallow-Water Model. Applications to the Strait of Gibraltar and the Alboran Sea.- Interannual Variability Simulated in the Tropical Pacific.- Climate, Mathematics, and the Canary Islands.- Heat Gain in the Eastern North Atlantic Subtropical Gyre.- One Back-Trajectories Model in Describing a Flow Climatology in Canary Islands.- Mesoscale in the Western Mediterranean: Interaction with the Large Scale Circulation and Impact on Vertical Transport of Biogeo chemical Tracers.

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