SOLVING HYDRODYNAMIC EQUATIONS USING FINITE VOLUME METHODS
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Аннотация:
This article discusses the use of finite difference methods (FDM) to solve hydrodynamic equations. The authors provide a detailed explanation of the FDM, including its advantages and disadvantages, and apply it to solve a specific problem in fluid mechanics. The article presents the results of numerical simulations using FDM and compares them with analytical solutions to demonstrate the accuracy of the method. The authors also discuss different types of FDM, such as the explicit and implicit methods, and their suitability for different types of problems. The article highlights the importance of choosing an appropriate discretization scheme and time-stepping method to ensure the stability and accuracy of the numerical solution. The article concludes by emphasizing the significance of FDM in solving complex problems in fluid mechanics and its potential for further development in the future. It provides a valuable resource for researchers and practitioners in the field of computational fluid dynamics.
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