Download Udemy – Flight Dynamics with Tensors 2021-3

Description

Flight Dynamics with Tensors course. Flight dynamics course with tensors. Flight dynamics is changing from vectors to tensors, using the ever-increasing power of computers to design and analyze complex aerospace systems. Physics is modeled by coordinate system-independent tensors. Then tensors are converted into matrix by introducing coordinate systems and evaluated by one of the matrix computer tools. This course introduces the beginner to tensor flight dynamics, requiring only basic skills in matrix algebra and differential equations. The principles of tensor algebra are introduced by modeling the geometrical relationships of spent boosters landing on a barge by transforming their respective coordinates. By introducing time into the study, the new rotational time derivative makes it possible to formulate kinematics independent of coordinate systems in a truly tensile form and to be applied to pilots in centrifuges and aircraft attitude determination. Point mass trajectories, also called three-degree-of-freedom trajectories, are derived for rockets, hypersonic vehicles, and UAVs. and the full equations and six degrees of freedom lead to the evaluation of the transient responses of missiles and aircraft in the form of state-space. This course is supported by the textbook “Introduction to Tensor Flight Dynamics”, published in 2020 by Instructor on Amazon. It provides more detail on how to derive the equations of motion from Newton’s and Euler’s laws and presents many problems arising from aerospace applications, some of which must be solved with MATLAB or other matrix processors.

What you will learn in the Flight Dynamics with Tensors course

Master the new approach to flight dynamics
Expose yourself to Cartesian tensors
Learning to convert tensors to matrices
Express the equations of motion in the matrix
Program matrix equations in MATLAB or PYTHON

This course is suitable for people who

Budding aerospace engineers • Professionals interested in adopting new tensor flight dynamics • Aerospace engineers who want to increase their computational productivity