NOC:Aircraft Dynamic Stability and Design Stability


Lecture 1 - Introduction to Dynamic Stability


Lecture 2 - Spring-Mass-Damper System : Underdamped


Lecture 3 - Spring-Mass-Damper System : Over and Critically damped


Lecture 4 - Laplace Transform


Lecture 5 - Pitch Dynamics : 1 D


Lecture 6 - Numericals: Week - 1


Lecture 7 - Aircraft Rigid Body Equation of Motion


Lecture 8 - Six Degree of Freedom Equation of Motion


Lecture 9 - Vector in Rotating Frame


Lecture 10 - Forces and Moments on Aircraft


Lecture 11 - Euler Angles


Lecture 12 - Trajectory of the Aircraft


Lecture 13 - Small Perturbation Theory


Lecture 14 - Perturbed Aerodynamic Forces and Moments


Lecture 15 - U-derivatives


Lecture 16 - Alpha - derivatives


Lecture 17 - Alpha Dot Derivatives


Lecture 18 - q and delta Derivatives


Lecture 19 - Dimensional Stability Derivatives


Lecture 20 - Longitudinal Characteristic Equation


Lecture 21 - Routh's Criteria and Longitudinal Dynamic Stability


Lecture 22 - Longitudinal Modes: Short Period and Phugoid


Lecture 23 - Short period Mode Approximation


Lecture 24 - Long Period Mode (Phugoid) Approximation


Lecture 25 - Lateral Directional Stability Derivatives


Lecture 26 - Lateral Directional Stability Derivatives (Continued...)


Lecture 27 - Perturbed Equation of Motion for Lateral Dynamics


Lecture 28 - Modes of Lateral Directional Dynamics


Lecture 29 - Spiral and Dutch Roll modes Approximation


Lecture 30 - Routh–Hurwitz Stability Criterion


Lecture 31 - Introduction to Stability Augmentation


Lecture 32 - Pure Yawing and Pure Rolling Motion


Lecture 33 - SAS for Longitudinal Dynamics


Lecture 34 - SAS for Lateral Dynamics


Lecture 35 - Flight Handling Qualities


Lecture 36 - Numericals


Lecture 37 - Revision


Lecture 38 - Mode Shape : Longitudinal Case


Lecture 39 - Mode Shape : Lateral Directional Case


Lecture 40 - Numericals : Transfer Funtions and Response


Lecture 41 - Stability Augmentation System


Lecture 42 - Numericals : SAS


Lecture 43 - Numericals : Mode Shapes