Explores Kepler's laws, orbital mechanics, energy of motion, flight path angles, orbital maneuvers, Hohmann transfers, geostationary orbits, and Lagrange points.
Explores the slingshot maneuver in space mission design using real mission examples.
Explores the solar radiation spectrum, Earth's energy budget, spacecraft design, and space debris challenges.
Explores the stability of Lagrange points in celestial mechanics, focusing on equilibrium in rotating frames and the dynamics of celestial bodies.
Covers the derivation and application of Euler-Lagrange equations for optimization problems in mathematical analysis.
Explores stellar orbits in rotating potentials, focusing on surfaces of section, integrals of motion, and stability around Lagrange points.
Covers the Euler-Lagrange equation in Sobolev spaces and discusses minimization, convexity, and weak forms.
