Nonlinear differential equation solvers via adaptive Picard–Chebyshev iteration: Applications in astrodynamics

Keyphrases

• Nonlinear Differential Equations 100%
• Differential Equation Solver 100%
• Second-order Systems 100%
• Quasilinearization 100%
• Astrodynamics 100%
• Machining Precision 66%
• First Order Systems 66%
• Two-body 33%
• Adaptive Method 33%
• Performance Enhancement 33%
• First-order 33%
• Local Forces 33%
• Boundary Value Problem 33%
• Node number 33%
• System of Ordinary Differential Equations 33%
• Body Dynamics 33%
• Maximum Efficiency 33%
• Adaptive Algorithm 33%
• Force Model 33%
• Adaptation Techniques 33%
• Initial Value Problem 33%
• Numerical Integration Method 33%
• Error Feedback 33%
• Order Form 33%
• Near-Earth Orbit 33%
• Linearization Error 33%
• Picard Iteration 33%
• Eighth Order 33%
• Cascade Form 33%
• Adaptive Force 33%
• Perturbed Two-body Problem 33%

Engineering

• Second-Order System 100%
• Astrodynamics 100%
• Precision Machine 66%
• Nodes 33%
• Adaptive Method 33%
• Numerical Integration 33%
• Integration Method 33%
• Fixed Points 33%
• Boundary Value 33%
• Initial Value 33%
• Body Problem 33%
• Force Model 33%
• Feedback Term 33%
• Cascade Form 33%