Regularization in Orbital Mechanics [online] : Theory and Practice / Javier Roa

By:

ROA, Javier

Material type: Text

TextLanguage: English Series: De Gruyter Studies in Mathematical Physics ; 42Publication details: Berlin : De Gruyter, 2017Description: 1 resursă online (403 p.)ISBN:

9783110559125

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Genre/Form:

resursă online

Online resources:

Acces la textul integral numai din contul de acces mobil.

Contents:

Frontmatter Foreword Contents 1. Introduction. Current challenges in space exploration

Part I: Regularization 2. Theoretical aspects of regularization 3. The Kustaanheimo–Stiefel space and the Hopf fibration 4. The Dromo formulation 5. Dedicated formulation: Propagating hyperbolic orbits 6. Evaluating the numerical performance

Part II: Applications 7. The theory of asynchronous relative motion 8. Universal and regular solutions to relative motion 9. Generalized logarithmic spirals: A new analytic solution with continuous thrust 10. Lambert’s problem with generalized logarithmic spirals 11. Low-thrust trajectory design with controlled generalized logarithmic spirals 12. Nonconservative extension of Keplerian integrals and new families of orbits 13. Conclusions

Part III: Appendices A. Hypercomplex numbers B. Formulations in PERFORM C. Stumpff functions E. Elliptic integrals and elliptic functions F. Controlled generalized logarithmic spirals G. Dynamics in Seiffert’s spherical spirals List of Figures Bibliography Index

Item type:

E-Books List(s) this item appears in: Titluri cărți electronice achiziționate prin Anelis Plus (De Gruyter) | Titluri cărți mecanică (DC nave) intrate în 2016-2021 | Titluri cărți inginerie mecanică intrate în 2016-2022 | Titluri cărți inginerie mecanică intrate în 2010-2022 | Titluri cărți mecanică intrate în 2010-2021 | Titluri cărți DC inginerie electrică (mecanică) publicate în 2017-2022 | Titluri cărți autovehicule rutiere publicate în 2012-2023 | Titluri cărți autovehicule rutiere intrate în 2016-2023

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Frontmatter Foreword Contents 1. Introduction. Current challenges in space exploration

Part I: Regularization 2. Theoretical aspects of regularization
3. The Kustaanheimo–Stiefel space and the Hopf fibration
4. The Dromo formulation
5. Dedicated formulation: Propagating hyperbolic orbits
6. Evaluating the numerical performance

Part II: Applications 7. The theory of asynchronous relative motion
8. Universal and regular solutions to relative motion
9. Generalized logarithmic spirals: A new analytic solution with continuous thrust
10. Lambert’s problem with generalized logarithmic spirals
11. Low-thrust trajectory design with controlled generalized logarithmic spirals
12. Nonconservative extension of Keplerian integrals and new families of orbits
13. Conclusions

Part III: Appendices A. Hypercomplex numbers
B. Formulations in PERFORM
C. Stumpff functions
E. Elliptic integrals and elliptic functions
F. Controlled generalized logarithmic spirals
G. Dynamics in Seiffert’s spherical spirals
List of Figures
Bibliography
Index

Achiziție prin proiectul Anelis Plus 2020.

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