LIFTING OF A GENERALISED ALMOST -CONTACT STRUCTURE IN A TANGENT BUNDLE
M Saxena, MM Kankarej… - Results in Nonlinear …, 2024 - nonlinear-analysis.com
Different structures defined on a differentiable manifold $ M $ can be lifted to the same type
of structures on its tangent bundle. Many researcher analysed herein obtained results in this …
of structures on its tangent bundle. Many researcher analysed herein obtained results in this …
An asymptotic matching approach to the approximate solution of the Blasius problem
D Durante - Physics of Fluids, 2023 - pubs.aip.org
The Blasius equation dates back to the early twentieth century and describes the boundary
layer caused by a uniform flow over a flat plate. Due to the asymptotic condition on the first …
layer caused by a uniform flow over a flat plate. Due to the asymptotic condition on the first …
Perturbed‐analytic direct transcription for optimal control (PADOC)
A Jafarimoghaddam, M Soler - Optimal Control Applications …, 2023 - Wiley Online Library
The herein coined PADOC (perturbed‐analytic direct transcription for optimal control) stands
for a new transcription method for direct trajectory optimization. We construct PADOC on a …
for a new transcription method for direct trajectory optimization. We construct PADOC on a …
[PDF][PDF] A reliable algorithm for solving Blasius boundary value problem
K Al-Khaled, MS AJEEL… - Results in Nonlinear …, 2024 - nonlinear-analysis.com
The Blasius equation is a well-known third-order nonlinear ordinary differential equation that
can be found in some fluid dynamics boundary layer problems. In this paper, we convert the …
can be found in some fluid dynamics boundary layer problems. In this paper, we convert the …