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Автор Joachim Oberle, Hans
Автор Von Storch, Hans
Автор Tahvonen, Olli
Дата выпуска 1996
dc.description In this paper a highly simplifed model is considered which describes the interaction of anthropogenic climate changes represented by the influences due to the enhanced emission of Co<sub>2</sub> resulting in the increase of the averaged surface air temperature on one side, and the economical effects described by the abatement costs for the reduction of emissions on the other side The model is formulated as a linear-quadratic optimal control problem with a compact control region. By applying the standard necessary conditions, a multipoint-boundary-value problem is derived and its numerical solution obtained by multiple-shooting technique is presented. Special attention is paid to the computation of the reachable set of the system and to the dependence of the control structure on the final state prescribed In order to smooth a certain irregular behaviour of the solutions near the end of the arbitrarilly fixed time-interval, an additional monotonicity constraint for the CO<sub>2</sub>-concentration is introduced. Solutions of this extended optimal control problem are presented too and they are compared with the former solutions
Формат application.pdf
Издатель Marcel Dekker, Inc
Копирайт Copyright Taylor and Francis Group, LLC
Тема Climate model
Тема optimal control
Тема control constraints
Тема minimum principle
Тема numerical method
Тема reachable set
Название Numerical computation of optimal reduction of CO<sub>2</sub>—emissions for a simplified climate-economy model
Тип research-article
DOI 10.1080/01630569608816726
Electronic ISSN 1532-2467
Print ISSN 0163-0563
Журнал Numerical Functional Analysis and Optimization
Том 17
Первая страница 809
Последняя страница 822
Аффилиация Joachim Oberle, Hans; Institute of Applied Mathematics, University of Hamburg
Аффилиация Von Storch, Hans; Max–Planck–Institute of Meteorology
Аффилиация Tahvonen, Olli; Department of Economics, University of Oulu
Выпуск 7-8
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