TY - BOOK ID - 14472193 TI - Variational analysis and aerospace engineering : mathematical challenges for the aerospace of the future AU - Frediani, Aldo. AU - Mohammadi, Bijan. AU - Pironneau, Olivier. AU - Cipolla, Vittorio. PY - 2016 SN - 3319456806 3319456792 PB - Cham : Springer International Publishing : Imprint: Springer, DB - UniCat KW - Mathematics. KW - Matrix theory. KW - Algebra. KW - Partial differential equations. KW - Numerical analysis. KW - Calculus of variations. KW - Mechanics. KW - Mechanics, Applied. KW - Aerospace engineering. KW - Astronautics. KW - Calculus of Variations and Optimal Control; Optimization. KW - Theoretical and Applied Mechanics. KW - Aerospace Technology and Astronautics. KW - Numerical Analysis. KW - Linear and Multilinear Algebras, Matrix Theory. KW - Partial Differential Equations. KW - Variational inequalities (Mathematics) KW - Aeronautics. KW - Aerostation KW - Air navigation KW - Aviation KW - Inequalities, Variational (Mathematics) KW - Calculus of variations KW - Differential inequalities KW - Communication and traffic KW - Aerodynamics KW - Airships KW - Astronautics KW - Balloons KW - Flight KW - Flying-machines KW - Mathematical optimization. KW - Mechanics, applied. KW - Differential equations, partial. KW - Partial differential equations KW - Mathematical analysis KW - Space sciences KW - Aeronautics KW - Astrodynamics KW - Space flight KW - Space vehicles KW - Applied mechanics KW - Engineering, Mechanical KW - Engineering mathematics KW - Optimization (Mathematics) KW - Optimization techniques KW - Optimization theory KW - Systems optimization KW - Maxima and minima KW - Operations research KW - Simulation methods KW - System analysis KW - Mathematics KW - Aeronautical engineering KW - Engineering KW - Classical mechanics KW - Newtonian mechanics KW - Physics KW - Dynamics KW - Quantum theory KW - Isoperimetrical problems KW - Variations, Calculus of UR - https://www.unicat.be/uniCat?func=search&query=sysid:14472193 AB - This book presents papers surrounding the extensive discussions that took place from the ‘Variational Analysis and Aerospace Engineering’ workshop held at the Ettore Majorana Foundation and Centre for Scientific Culture in 2015. Contributions to this volume focus on advanced mathematical methods in aerospace engineering and industrial engineering such as computational fluid dynamics methods, optimization methods in aerodynamics, optimum controls, dynamic systems, the theory of structures, space missions, flight mechanics, control theory, algebraic geometry for CAD applications, and variational methods and applications. Advanced graduate students, researchers, and professionals in mathematics and engineering will find this volume useful as it illustrates current collaborative research projects in applied mathematics and aerospace engineering. ER -