Have you ever been inspired by how a bird captures its prey and wondered how a missile hits its target? In this new introductory course, Missile Guidance Fundamentals, you will build foundations in this technical area. This course provides the ability to mathematically understand, model, simulate, tune, and interpret a fundamental guidance law that is the basis of modern guidance systems, proportional navigation. This video is Section 1 Module 3 - Solution Set of the Collision Course.
The full course content is as follows:
1. Section 1 Module 1 - Course Introduction
2. Section 1 Module 2 - The Collision Course
3. Section 1 Module 3 - Problem Set Solutions of Section 1 Module 2
4. Section 2 Module 1 - Proportional Navigation, A Qualitative Introduction
5. Section 2 Module 2 - Problem Set Solutions of Section 2 Module 1
6. Section 3 Module 1 - Engagement Simulation with Proportional Navigation
7. Section 3 Module 2 - Engagement Simulation Examples
8. Section 3 Module 3 - Problem Set Solutions of Section 3 Module 2
9. Section 4 Module 1 - Linearization of Engagement Kinematics
10. Section 4 Module 2 - Linear vs Nonlinear Simulation Accuracy
11. Section 4 Module 3 - Problem Set Solutions of Section 4 Module 2
12. Section 4 Module 4 - Zero Effort Miss
13. Section 4 Module 5 - Problem Set Solutions of Section 4 Module 4
14. Section 5 Module 1 - Proportional Navigation in Three Dimensions
Accompanying this content are Matlab scripts with recorded explanations of their structure and their execution will be available in the future.
Comment below for coverage of other content in the scientific and engineering field of guidance laws.
Смотрите видео Proportional Navigation Qualitative Intro - Section 2 Module 1 - Guidance Fundamentals онлайн, длительностью часов минут секунд в хорошем качестве, которое загружено на канал Ben Dickinson 07 Ноябрь 2020. Делитесь ссылкой на видео в социальных сетях, чтобы ваши подписчики и друзья так же посмотрели это видео. Данный видеоклип посмотрели 22,737 раз и оно понравилось 373 посетителям.