Numerical methods for integrating differential equations
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The issues of integration by the time of differential equations used in modeling non -stationary phenomena are considered. The numerical methods are given that are found in solving various scientific and technical problems, research of technological processes. Various options for numerical methods of direct integration of the first and second order equations are presented with steps in time (obvious and implicit, classmate and multi -step) The texts of implementing programs with detailed comments are given. Simple examples demonstrated the capabilities and properties of methods. Attention is paid to the issues of testing programs and choosing a rational integration method that satisfies the requirements for accuracy and sustainability of calculations.
Designed for specialists engaged in solving non -stationary problems, as well as teachers, students and graduate students of technical universities
Designed for specialists engaged in solving non -stationary problems, as well as teachers, students and graduate students of technical universities
Author:
Author:Garifullin MF
Cover:
Cover:Hard
Category:
- Category:Computer & Technology
Publication language:
Publication Language:Russian
Series:
Series: World Programming World
ISBN:
ISBN:978-5-94836-597-8
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