00961nam0 2200277 450 00001912220081110152145.020081110d1966----km-y0itay50------baengGBy-------001yyMathematical introduction to celestial mechanicsHarry PollardEnglewood CliffsPrentice-Hall1966X, 111 p.ill.24 cmPrentice-Hall mathematics series2001Prentice-Hall mathematics seriesMathematical introduction to celestial mechanics32347FisicaMeccanica celesteMetodo matematico530.121Teorie della fisica e fisica matematicaPollard,Harry40702ITUNIPARTHENOPE20081110RICAUNIMARC000019122G 521.1/5G 573DSA2008Mathematical introduction to celestial mechanics32347UNIPARTHENOPE05230nam 2200661Ia 450 991045318410332120200520144314.01-281-93456-99786611934569981-279-462-X(CKB)1000000000538109(EBL)1679696(OCoLC)262620003(SSID)ssj0000142029(PQKBManifestationID)11158138(PQKBTitleCode)TC0000142029(PQKBWorkID)10090967(PQKB)10350616(MiAaPQ)EBC1679696(WSP)00004337(Au-PeEL)EBL1679696(CaPaEBR)ebr10255549(EXLCZ)99100000000053810920000629d2001 uy 0engur|n|---|||||txtccrDynamics and mission design near libration pointsVolume 3Advanced methods for collinear points[electronic resource] /G. Gómez ... [et al.]Singapore ;River Edge, NJ World Scientificc20011 online resource (203 p.)World scientific monograph series in mathematics ;4Description based upon print version of record.981-02-4211-5 Includes bibliographical references.Contents ; Preface ; Chapter 1 Quasi-periodic Solutions Near the Equilateral Points of the Earth-Moon System ; 1.1 Introduction ; 1.2 Idea of the Resolution Method ; 1.3 The Algebraic Manipulator ; 1.4 The Newton Method ; 1.5 The Program ; 1.6 Results of the Algebraic Manipulator1.7 Numerical Refinement 1.8 The Neighbourhood of the Computed Nearly Quasi-periodic Solution ; 1.9 Problems and Extensions ; Chapter 2 Global Description of the Orbits Near the L1 Point of the Earth-Sun System in the RTBP ; 2.1 Introduction ; 2.2 The Equations of Motion2.3 Formal Series Solutions 2.4 On the Convergence of the Series ; 2.5 Towards a Description of the Neighbourhood of L1 ; 2.6 Discussion on the Use of Lissajous Orbits ; 2.7 Effective Reduction to the Central Manifold ; 2.8 Conclusions ; Chapter 3 Quasi-periodic Halo Orbits3.1 Numerical Refinement 3.2 Main Program and Basic Routines ; 3.3 The Equations of Motion for the Simulations of the Control ; 3.4 The Effect of Errors ; 3.5 When a Control is Applied ; 3.6 Magnitudes Related to the Control ; 3.7 Description of the Program ; 3.8 Numerical ResultsChapter 4 Transfer From the Earth to a Halo Orbit 4.1 Introduction ; 4.2 Local Approximation of the Stable Manifold ; 4.3 Globalization of the Manifold ; 4.4 Selecting Passages Near the Earth ; 4.5 Ranges in the Manifold Suited for the Transfer4.6 Characteristics of the Orbits Near the Earth This book studies several problems related to the analysis of planned or possible spacecraft missions. It is divided into four chapters. The first chapter is devoted to the computation of quasiperiodic solutions for the motion of a spacecraft near the equilateral points of the Earth-Moon system. The second chapter gives a complete description of the orbits near the collinear point, <i>L</i>1, between the Earth and the Sun in the restricted three-body problem (RTBP) model. In the third chapter, methods are developed to compute the nominal orbit and to design and test the control strategy for tWorld Scientific monograph series in mathematics ;4.Three-body problemLagrangian pointsElectronic books.Three-body problem.Lagrangian points.521.3Gómez G(Gerard)878196MiAaPQMiAaPQMiAaPQBOOK9910453184103321Dynamics and mission design near libration points1960521UNINA03998nam 2200589Ia 450 991046573220332120200520144314.00-88385-947-5(CKB)2560000000081806(EBL)3330403(SSID)ssj0000577742(PQKBManifestationID)11347939(PQKBTitleCode)TC0000577742(PQKBWorkID)10561518(PQKB)11306713(UkCbUP)CR9780883859476(MiAaPQ)EBC3330403(Au-PeEL)EBL3330403(CaPaEBR)ebr10729374(OCoLC)929120247(EXLCZ)99256000000008180620111102d1987 uy 0engurcn|||||||||txtccrRiddles of the sphinx and other mathematical puzzle tales[electronic resource] /by Martin GardnerWashington, D.C. Mathematical Association of America19871 online resource (177 p.)Anneli Lax New Mathematical Library ;32Description based upon print version of record.0-88385-632-8 ""Front Cover""; ""Riddles of the Sphinx: and Other Mathematical Puzzle Tales""; ""Copyright Page""; ""CONTENTS""; ""Editors Preface""; ""Foreword""; ""RIDDLES""; ""1 Riddles of the Sphinx""; ""2 Precognition and the Mystic Seven""; ""3 On to Charmian""; ""4 Technology on Vzigs""; ""5 The Valley of Lost Things""; ""6 Around the Solar System""; ""7 The Stripe on Barberpolia""; ""8 The Road to Mandalay""; ""9 The Black Hole of Cal Cutter""; ""10 Science Fantasy Quiz""; ""11 The Barbers of Barberpolia""; ""12 It's All Done with Mirrors""; ""13 Satan and the Apple""""14 How's-that-again Flanagan""""15 Relativistically Speaking""; ""16 Bar Bets on the Bagel""; ""17 Catch the BEM""; ""18 Animal TTT""; ""19 Playing Safe on the Bagel""; ""20 Sex Among the Polyomans""; ""21 Inner Planets Quiz""; ""22 Puzzles in Flatland""; ""23 Dirac's Scissors""; ""24 Bull's-eyes and Pratfalls""; ""25 Flarp Flips Another Fiver""; ""26 Blues in the Night""; ""27 Again. How's That Again?""; ""28 Alice in Beeland""; ""29 Hustle Off to Buffalo""; ""30 Ray Palmer's Arcade""; ""31 Puzzle Flags on Mars""; ""32 The Vanishing Plank""; ""33 987654321""""34 Time-reversed Worlds""""35 The Wisdom of Solomon""; ""36 Thang. the Planet Eater""; ""FIRST ANSWERS""; ""SECOND ANSWERS""; ""THIRD ANSWERS""; ""FOURTH ANSWERS""; ""Back Cover""This material was drawn from Gardner's column in Isaac Asimov's Science Fiction Magazine. His riddles presented here incorporate the responses of his initial readers, along with additions suggested by the editors of this series. In this book, Gardner draws us from questions to answers, always presenting us with new riddles-some as yet unanswered. Solving these riddles is not simply a matter of logic and calculation, though these play a role. Luck and inspiration are factors as well, so beginners and experts alike may profitably exercise their wits on Gardner's problems, whose subjects range from geometry to word play to questions relating to physics and geology. We guarantee that you will solve some of these riddles, be stumped by others and be amused by almost all of the stories and setting that Gardner has devised to raise these as yet unanswered. Only Gardner could fit so many diverse and tantalizing problems into one book.Anneli Lax New Mathematical LibraryMathematical recreationsPuzzlesElectronic books.Mathematical recreations.Puzzles.793.7Gardner Martin1914-2010.28072MiAaPQMiAaPQMiAaPQBOOK9910465732203321Riddles of the sphinx and other mathematical puzzle tales2130540UNINA