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Learn to simulate a rigid body's orientation using Euler angles and MATLAB in this short tutorial by Ross Dynamics Lab. Includes numerical integration and 3D visualization.
Learn about space vehicle dynamics, focusing on quaternions, Euler parameters, and axis-angle representation of rotation, with MATLAB tutorials. Offered by Ross Dynamics Lab.
Explore Hamilton-Jacobi theory and its application in solving Hamilton's equations with Ross Dynamics Lab. Learn through examples like the simple harmonic oscillator and Kepler's 2-body problem.
Learn about particle system dynamics, energy and momentum conservation with MATLAB in less than an hour from Ross Dynamics Lab. Ideal for aerospace engineering enthusiasts.
Explore Hamiltonian and nonlinear dynamics with Ross Dynamics Lab. Learn about canonical transformations, generating functions, and their applications in less than an hour.
Understand kinetic energy origins and conservation with Ross Dynamics Lab. Learn about linear and angular momentum, and apply these concepts to pendulum dynamics. Less than 1-hour workload.
Explore the principles of mechanics and calculus of variations in less than an hour with Ross Dynamics Lab. Learn about Euler-Lagrange equations, Newton's equations, and the Principle of Least Action.
Explore single particle dynamics with Ross Dynamics Lab. Understand conservative forces, Newton's laws, and work through 1D and 2D examples. Less than 1-hour commitment.
Explore space vehicle dynamics with Ross Dynamics Lab in a 1-2 hour study, covering vector manipulation, transport theorem, and examples in rotating and translating frames.
Learn spacecraft dynamics, mission analysis, and satellite viewing geometry in a 1-2 hour online module from Ross Dynamics Lab.
Dive into Hamiltonian and nonlinear dynamics with Ross Dynamics Lab. Learn the advantages of Hamiltonian systems, and transform Lagrangian systems via Legendre transformation. 1-2 hours workload.
Explore the creation and destruction of limit cycles in 2D systems with Ross Dynamics Lab. Understand global bifurcations and their connection with heartbeat or nerve firing time-series.
Explore bifurcations in two-dimensional systems with Ross Dynamics Lab. Understand how fixed points and closed orbits are affected by varied parameters in under an hour.
Explore the Poincaré-Bendixson theorem and its application in glycolysis with Ross Dynamics Lab. Understand chaos absence in 2D differential equation systems in under an hour.
Explore the mathematical biology of insect outbreaks with Ross Dynamics Lab. Understand the cusp catastrophe and its impact on population dynamics in under an hour.
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