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Métodos Numéricos para Equações Diferenciais2008/2
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Métodos Numéricos para Equações Diferenciais | numericalde.blogspot.com Reviews
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2008/2
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Métodos Numéricos para Equações Diferenciais: Aula 12 (18/9/2008)
http://numericalde.blogspot.com/2008/09/aula-12-1892008.html
Métodos Numéricos para Equações Diferenciais. Quinta-feira, 25 de setembro de 2008. Apresentamos o algoritmo de Verlet, aplicado a sistemas que conservam energia. 1 Reproduza os resultados da Fig. 1.9 de Holmes. Faça o gráficos de energia e compare com RK4. 2 Resolva os exercícios, 1.5, 1.24 e 1.25. Assinar: Postar comentários (Atom).
Métodos Numéricos para Equações Diferenciais: Setembro 2008
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Métodos Numéricos para Equações Diferenciais. Quinta-feira, 25 de setembro de 2008. Apresentamos o método da série de Taylor numa planilha de Maple. Compare o método da série de Taylor com erro de truncamento O(h 4) com RK4, fazendo uma análise de erro e de tempo de execução. Apresentamos o algoritmo de Verlet, aplicado a sistemas que conservam energia. 1 Reproduza os resultados da Fig. 1.9 de Holmes. Faça o gráficos de energia e compare com RK4. 2 Resolva os exercícios, 1.5, 1.24 e 1.25. Quinta-feira, 4...
Métodos Numéricos para Equações Diferenciais: Aula 12 (16/9/2008)
http://numericalde.blogspot.com/2008/09/aula-12-1692008.html
Métodos Numéricos para Equações Diferenciais. Quinta-feira, 25 de setembro de 2008. Apresentamos os métodos de passo adaptativo de Runge-Kutta-Fehlberg RKF23 e RKF45. 1 Implemente RKF23 e RKF45. 2 Compare suas implementações de RKF23 e RKF45 com aquelas já instaladas no sistema, fazendo análise de tempo de execução. 3 Encontre um exemplo onde a aplicação de RKF45 é vantajosa relativamente a RK4. Utilize as bibliotecas do sisteam. Assinar: Postar comentários (Atom).
Métodos Numéricos para Equações Diferenciais: Aula 13 (24/9/2008)
http://numericalde.blogspot.com/2008/09/aula-13-2492008.html
Métodos Numéricos para Equações Diferenciais. Quinta-feira, 25 de setembro de 2008. Apresentamos o método da série de Taylor numa planilha de Maple. Compare o método da série de Taylor com erro de truncamento O(h 4) com RK4, fazendo uma análise de erro e de tempo de execução. Assinar: Postar comentários (Atom).
Métodos Numéricos para Equações Diferenciais: Aula 11 (9/9/2008)
http://numericalde.blogspot.com/2008/09/aula-11-992008.html
Métodos Numéricos para Equações Diferenciais. Quinta-feira, 25 de setembro de 2008. Introduzimos os métodos de passo adaptativo. 1 Estude numericamente a estimativa do truncamente (halving). Assinar: Postar comentários (Atom).
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Métodos Numéricos para Equações Diferenciais
Métodos Numéricos para Equações Diferenciais. Quinta-feira, 25 de setembro de 2008. Apresentamos o método da série de Taylor numa planilha de Maple. Compare o método da série de Taylor com erro de truncamento O(h 4) com RK4, fazendo uma análise de erro e de tempo de execução. Apresentamos o algoritmo de Verlet, aplicado a sistemas que conservam energia. 1 Reproduza os resultados da Fig. 1.9 de Holmes. Faça o gráficos de energia e compare com RK4. 2 Resolva os exercícios, 1.5, 1.24 e 1.25. Quinta-feira, 4...
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