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- User Manual 4.1 Numerical differentiation and integration
- User Manual 4.1 Numerical ordinary differential equations
- User Manual 4.1 Orbits
- User Manual 4.1 Postprocessing
- User Manual 4.1 Projections
- User Manual 4.1 Propagation
- User Manual 4.1 Properties and models: Inertia
- User Manual 4.1 Properties and models: Link budget
- User Manual 4.1 Properties and models: Mass and Forces
- User Manual 4.1 Properties and models: Sensors
- User Manual 4.1 Root-Finding Algorithms
- User Manual 4.1 Rotation, AngularCoordinates, Tranform and Attitude : how to use them
- User Manual 4.1 Slew
- User Manual 4.1 SpacecraftState
- User Manual 4.1 Time
- User Manual 4.1 Trigonometric Polynomials and Fourier Series
- User Manual 4.1 Wrench models
- User Manual 4.2 Analytical propagation
- User Manual 4.2 Angles and Intervals
- User Manual 4.2 Assemblies in PATRIUS: Building and using an assembly
- User Manual 4.2 Assemblies in PATRIUS: Presentation
- User Manual 4.2 Attitude Profile
- User Manual 4.2 Attitude law
- User Manual 4.2 Attitude leg
- User Manual 4.2 Celestial bodies
- User Manual 4.2 Directions
- User Manual 4.2 Dispersions
- User Manual 4.2 Double Comparisons
- User Manual 4.2 Environment Models
- User Manual 4.2 Ephemeris
- User Manual 4.2 Events: ground stations and satellites
- User Manual 4.2 Events: orbital
- User Manual 4.2 Events: sensors
- User Manual 4.2 Events detection: Presentation
- User Manual 4.2 Force models
- User Manual 4.2 Frames
- User Manual 4.2 Frames configuration
- User Manual 4.2 Interpolation Methods
- User Manual 4.2 Kinematics
- User Manual 4.2 Maneuvers
- User Manual 4.2 Math frameworks
- User Manual 4.2 Matrices
- User Manual 4.2 Measure and Filtering
- User Manual 4.2 Multi Propagation
- User Manual 4.2 Multi events detection
- User Manual 4.2 Numerical differentiation and integration
- User Manual 4.2 Numerical ordinary differential equations
- User Manual 4.2 Numerical propagation
- User Manual 4.2 Orbital parameters
- User Manual 4.2 Orbits