2001Aircraft Engineering and Aerospace TechnologyRequires access

Advances in Missile Guidance Theory

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Abstract

Mathematical Background Optimal Guidances Based on Linear-Quadratic One-Sided Optimization Optimal Guidance Based on Linear-Quadratic Differential Games Optimal Guidance with Reduced Sensitivity to Time-to-Go Estimation Errors Robust Guidance Methods Optimal Guidance with Multiple Targets Appendix A Appendix B - Mathematical Computations with MAPLE Appendix C - Numerical Computations with MATLAB.

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Mathematical Background Optimal Guidances Based on Linear-Quadratic One-Sided Optimization Optimal Guidance Based on Linear-Quadratic Differential Games Optimal Guidance with Reduced Sensitivity to Time-to-Go Estimation Errors Robust Guidance Methods Optimal Guidance with Multiple Targets Appendix A Appendix B - Mathematical Computations with MAPLE Appendix C - Numerical Computations with MATLAB.

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Available abstract

Mathematical Background Optimal Guidances Based on Linear-Quadratic One-Sided Optimization Optimal Guidance Based on Linear-Quadratic Differential Games Optimal Guidance with Reduced Sensitivity to Time-to-Go Estimation Errors Robust Guidance Methods Optimal Guidance with Multiple Targets Appendix A Appendix B - Mathematical Computations with MAPLE Appendix C - Numerical Computations with MATLAB.

Key concepts: Missile guidance, Computation, Missile, MATLAB, Quadratic equation, Computer science, Mathematical optimization, Mathematics

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