01182nam0-2200313 --450 991025705600332120180626143416.088-481-1773-2978-88-481-1773-920180223d2006----kmuy0itay5050 baitaIT 001yyProdotti di origine vegetale in medicina, alimentazione, erboristeria e cosmeticaaspetti normativi, scientifici e tecnici relativi a qualità, sicurezza ed efficacia dei diversi usi delle piante officinali in Italia e nell'Unione EuropeaMarco Silano e Vittorio SilanoMilanoTecniche Nuove2006XII, 438 p.24 cm.Tecnica farmaceutica & cosmeticaPiante medicinaliPiante medicinaliUnione Europea581.63423itaSilano,Marco80722Silano,Vittorio32693ITUNINAREICATUNIMARCBK991025705600332160 581.634 SILM 2006296/2017FAGBCFAGBCProdotti di origine vegetale in medicina, alimentazione, erboristeria e cosmetica86556UNINA04418nam 2200409 450 99646675150331620220616114319.03-030-78267-0(CKB)4100000012025723(MiAaPQ)EBC6724621(Au-PeEL)EBL6724621(OCoLC)1268111841(PPN)258057327(EXLCZ)99410000001202572320220616d2021 uy 0engurcnu||||||||txtrdacontentcrdamediacrrdacarrierCalculate the orbit of Mars! an observing challenge and historical adventure /Jane ClarkCham, Switzerland :Springer International Publishing,[2021]©20211 online resource (319 pages)3-030-78266-2 Intro -- Preface -- Acknowledgements -- Contents -- About the Author -- Chapter 1: In the Beginning -- Ptolemy's Model: Salient Features -- The Copernican Revolution: The Pun That Keeps oving -- Tycho Brahe, the Greatest Pre-telescope Observer -- Tycho and Mathematics -- Tycho's Instruments -- Galileo - Telescopes and Free Fall -- Free Fall and Motion -- The Telescope Bursts onto the Scene -- Encounter with the Inquisition -- Chapter 2: Read My Ellipses -- Kepler -- Ellipses -- Chapter 3: The Behaviour of Two Bodies in Orbit -- Christiaan Huyghens (1629-1695) -- Sir Isaac Newton (1642-1727): The Great Synthesizer -- Universal Gravitation -- Gravity Due to Point Masses and Spheres -- Angular Momentum and Its Implications -- The Bit Where Conic Sections Come In -- Time Evolution -- A Brief Aside: the Word Anomaly -- The Moon: A Challenge for Newtonian Physics -- Canonical Units -- Energy -- The Orbit Tells Us What the Force Law Is -- Chapter 4: Least Squares Fit to Sets of Equations -- Least Squares Fitting Subroutine -- Chapter 5: The Orbit of the Earth -- Sunny Side Down, Please -- From Solar Midday to Orbit -- Sorting Out Some Definitions -- Further Geometric Gymnastics with Ellipses -- Tilting My Lance at Obliquity -- Getting Around to Earth's Orbit -- Chapter 6: Here's Looking at You, Mars! -- Equipment -- Guiding -- Photographic Technique -- How I Made Measurements from Pictures Like Fig. 6.7 -- How to Obtain the Position of Mars from the Star Positios -- Main Program -- Angle Unit Changing Subroutines -- Least Squares Fitting Subroutine LSQFIT Has to Be Added -- Distance Unit Changing Subroutines -- Results -- The 2009-2010 Apparition of Mars -- Later Observing Campaigns -- Data from 2011 to 2012 (Table 6.5 and Fig. 6.31) -- Data from 2020 (Table 6.6 and Fig. 6.32) -- Chapter 7: First Shot at the Orbit of Mars.Non-coplanar Orbits Facing in Random Directions -- Rotations -- What These Angles Are Used for -- Herget's Method -- Lagrange's f and g Functions -- The Sector-Triangle Ratio -- Introduction of Kepler's Equation -- Solution of Eqs. (7.89), (7.101) and (7.104) -- Solving Eq. (7.1) with Known Magnitude but Unknown Direction of Sun-Planet Distance -- Eureka! (Part One) -- Obtaining the Orbital Elements from Two Radius Vectors -- Software Listing -- Main Program -- Calculate Ascending Node -- Convert Observation Times to Canonical Units -- Use Escobal's Methods to Calculate Various Quantities -- Use Methods Given Above to Calculate the Longitude and Passage Time of Perihelion -- This Is Basically the Subroutine Described in Chap. 4 -- Eureka! (Part Two) -- Chapter 8: Refining the Preliminary Orbit -- Least-Squares Curve Fitting -- Gambling on Monte Carlo -- Monte Carlo Source Code -- Manual Adjustment of Orbits -- Using Knowledge of the 2020 Opposition -- Conclusions Drawn -- Da Capo al Fine: Can I Fit Tycho's Data? -- How Well Did I Do? -- Appendix 1: Parabolas and Hyperbolas -- Deriving the Equation of a Hyperbola in Polar Coordinates -- Deriving the Equation of a Parabola in Polar Coordinates -- Appendix 2: Multiplying Three Vectors -- Appendix 3: Proof of Trigonometric Addition Formulae for All Angles -- References -- Index.Mars (Planet)Orbit523.43Clark Jane792861MiAaPQMiAaPQMiAaPQBOOK996466751503316Calculate the Orbit of Mars2556446UNISA00959nam a22002651i 450099100222959970753620030512125851.0030925s1965 sp |||||||||||||||||spa b12260046-39ule_instARCHE-030763ExLBiblioteca InterfacoltàitaA.t.i. Arché s.c.r.l. Pandora Sicilia s.r.l.011.02Ciencias humanasBarcelona :Juan Flors,1965XXXVII, 751 p. ;28 cmEnciclopedia de orientacion bibliografica ;3Bibliografie generaliZamarriego, Tomas.b1226004602-04-1408-10-03991002229599707536LE002 SB 011.03 ENC V. 3LE002 Bibl. II G 1/00312002000051493le002V. 3-E0.00-no 00000.i1265009208-10-03Ciencias humanas151719UNISALENTOle00208-10-03ma -spasp 01