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Celestial Calculations: A Gentle Introduction to Computational Astronomy [Pehme köide]

(Solers, Inc.)
  • Formaat: Paperback / softback, 392 pages, kõrgus x laius x paksus: 229x152x22 mm, 80 b&w illus.; 160 Illustrations
  • Sari: The MIT Press
  • Ilmumisaeg: 14-May-2019
  • Kirjastus: MIT Press
  • ISBN-10: 0262536633
  • ISBN-13: 9780262536639
Teised raamatud teemal:
  • Formaat: Paperback / softback, 392 pages, kõrgus x laius x paksus: 229x152x22 mm, 80 b&w illus.; 160 Illustrations
  • Sari: The MIT Press
  • Ilmumisaeg: 14-May-2019
  • Kirjastus: MIT Press
  • ISBN-10: 0262536633
  • ISBN-13: 9780262536639
Teised raamatud teemal:
How to predict and calculate the positions of stars, planets, the sun, the moon, and satellites using a personal computer and high school mathematics.

Our knowledge of the universe is expanding rapidly, as space probes launched decades ago begin to send information back to earth. There has never been a better time to learn about how planets, stars, and satellites move through the heavens. This book is for amateur astronomers who want to move beyond pictures of constellations in star guides and solve the mysteries of a starry night. It is a book for readers who have wondered, for example, where Saturn will appear in the night sky, when the sun will rise and set, or how long the space station will be over their location. In Celestial Calculations, J. L. Lawrence shows readers how to find the answers to these and other astronomy questions with only a personal computer and high school math. Using an easy-to-follow step-by-step approach, Lawrence explains what calculations are required, why they are needed, and how they all fit together.

Lawrence begins with basic principles: unit of measure conversions, time conversions, and coordinate systems. He combines these concepts into a computer program that can calculate the location of a star, and uses the same methods for predicting the locations of the sun, moon, and planets. He then shows how to use these methods for locating the many satellites we have sent into orbit. Finally, he describes a variety of resources and tools available to the amateur astronomer, including star charts and astronomical tables. Diagrams illustrate the major concepts, and computer programs that implement the algorithms are included. Photographs of actual celestial objects accompany the text, and interesting astronomical facts are interspersed throughout.

Source code (in Python 3, JAVA, and Visual Basic) and executables for all the programs and examples presented in the book are available for download at https://CelestialCalculations.github.io.

Arvustused

A recommended read for anyone looking to understand how we can predict where celestial objects will appear in the sky

BBC Sky at Night This book is quite an achievement.

European Mathematical Society

Preface xiii
1 Introduction
1(10)
1.1 Accuracy
4(2)
1.2 Other Notes
6(2)
1.3 Layout of the Book
8(1)
1.4 Program Notes
9(2)
2 Unit Conversions
11(10)
2.1 Some Preliminaries
11(3)
2.2 Measuring Large Distances
14(1)
2.3 Decimal Format Conversions
15(4)
2.4 Program Notes
19(1)
2.5 Exercises
19(2)
3 Time Conversions
21(32)
3.1 Defining a Day
22(3)
3.2 Defining a Month
25(1)
3.3 Defining a Year
26(1)
3.4 Defining Time of Day
27(11)
3.5 Calendar Systems
38(2)
3.6 Julian Day Numbers
40(4)
3.7 Some Calculations with Dates
44(2)
3.8 LCT to UT
46(1)
3.9 UT to LCT
46(1)
3.10 UT to GST
47(1)
3.11 GST to UT
48(1)
3.12 GST to LST
49(1)
3.13 LST to GST
50(1)
3.14 Program Notes
50(1)
3.15 Exercises
51(2)
4 Orbits and Coordinate Systems
53(56)
4.1 Trigonometric Functions
54(2)
4.2 Locating Objects on a Sphere
56(6)
4.3 The Celestial Sphere
62(3)
4.4 Ellipses
65(3)
4.5 Orbital Elements
68(16)
4.6 Equatorial Coordinate System
84(4)
4.7 Horizon Coordinate System
88(3)
4.8 Ecliptic Coordinate System
91(5)
4.9 Galactic Coordinate System
96(5)
4.10 Precession and Other Corrections
101(4)
4.11 Program Notes
105(1)
4.12 Exercises
106(3)
5 Stars in the Nighttime Sky
109(16)
5.1 Locating a Star
111(4)
5.2 Star Rising and Setting Times
115(4)
5.3 Creating Star Charts
119(4)
5.4 Program Notes
123(1)
5.5 Exercises
124(1)
6 The Sun
125(26)
6.1 Some Notes about the Sun
125(6)
6.2 Locating the Sun
131(7)
6.3 Sunrise and Sunset
138(2)
6.4 Equinoxes and Solstices
140(4)
6.5 Solar Distance and Angular Diameter
144(3)
6.6 Equation of Time
147(2)
6.7 Program Notes
149(1)
6.8 Exercises
149(2)
7 The Moon
151(36)
7.1 Some Notes about the Moon
151(7)
7.2 Lunar Exploration
158(3)
7.3 Locating the Moon
161(8)
7.4 Moonrise and Moonset
169(3)
7.5 Lunar Distance and Angular Diameter
172(1)
7.6 Phases of the Moon
173(8)
7.7 Eclipses
181(3)
7.8 Program Notes
184(1)
7.9 Exercises
185(2)
8 Our Solar System
187(78)
8.1 The Search for Planets
189(4)
8.2 The Inner Planets
193(10)
8.3 The Outer Planets
203(16)
8.4 The Dwarf Planets
219(6)
8.5 Belts, Discs, and Clouds
225(6)
8.6 Locating the Planets
231(13)
8.7 Planet Rise and Set Times
244(1)
8.8 Planetary Distance and Angular Diameter
245(2)
8.9 Perihelion and Aphelion
247(3)
8.10 Planet Phases
250(1)
8.11 Planetary Magnitude
251(2)
8.12 Miscellaneous Calculations
253(10)
8.13 Program Notes
263(1)
8.14 Exercises
263(2)
9 Satellites
265(66)
9.1 Vectors
269(2)
9.2 Ellipses Revisited
271(5)
9.3 Geocentric and Topocentric Coordinates
276(8)
9.4 Satellite Orbital Elements
284(18)
9.5 Categorizing Satellite Orbits
302(5)
9.6 Locating a Satellite
307(4)
9.7 Satellite Rise and Set Times
311(2)
9.8 Satellite Distance
313(2)
9.9 Other Flight Dynamics
315(11)
9.10 Program Notes
326(1)
9.11 Exercises
327(4)
10 Astronomical Aids
331(20)
10.1 Recommended Authors
332(1)
10.2 Star Charts
333(3)
10.3 Star Catalogs
336(4)
10.4 Ephemerides and Almanacs
340(4)
10.5 Astronomical Calendars
344(1)
10.6 Online Resources
345(3)
10.7 High-Accuracy Resources
348(3)
Glossary 351(14)
Index 365
J. L. Lawrence is Chief Technology Officer for a company that builds computer systems for the government and commercial satellite customers.