Blasius equation
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Contexto: "The first numerical solution for solving Blasius equation was provided by Howarth in 1938."
Fonte: Majid, Z. A., & See, P. P. (2017). Study of predictor corrector block method via multiple shooting to Blasius and Sakiadis flow. Applied Mathematics and Computation, 314, 469-483.
Fonte: Majid, Z. A., & See, P. P. (2017). Study of predictor corrector block method via multiple shooting to Blasius and Sakiadis flow. Applied Mathematics and Computation, 314, 469-483.
Termo equivalente: Equação de Blasius
Definição: "Blasius equation is one of the basic equations of fluid dynamics and first introduced by Blasius in 1908. This equation describes the velocity profile of the fluid in the boundary layer theory on a half infinite interval."
Fonte: Majid, Z. A., & See, P. P. (2017). Study of predictor corrector block method via multiple shooting to Blasius and Sakiadis flow. Applied Mathematics and Computation, 314, 469-483.
Fonte: Majid, Z. A., & See, P. P. (2017). Study of predictor corrector block method via multiple shooting to Blasius and Sakiadis flow. Applied Mathematics and Computation, 314, 469-483.
Definição em português: "A equação de Blasius é uma das equações básicas da dinâmica dos fluidos e introduzida pela primeira vez por Blasius em 1908. Esta equação descreve o perfil de velocidade do fluido na teoria da camada limite em um intervalo meio infinito."
