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Exploring the Heavens. Humans have always looked up at the sky and wondered.

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Presentation on theme: "Exploring the Heavens. Humans have always looked up at the sky and wondered."— Presentation transcript:

1 Exploring the Heavens

2 Humans have always looked up at the sky and wondered

3 Figure E.1 Size and Scale in the Universe

4 The view from Earth Constellations The celestial sphere

5 Figure E.2 Constellation Orion viewed from Earth

6 Figure E.3 The Constellation Orion Distribution of Stars in Space

7 Figure E.4 The Celestial Sphere

8 Earth’s Rotation Spin of earth around its own axis Determines length of day Earth rotates toward the east

9 Figure E.5 - The Northern Sky

10 Celestial Coordinates Declination –Similar to latitude on earth Right Ascension –Similar to longitude on earth –Measured in hours/minutes/seconds

11 Figure E.6 Right Ascension and Declination

12 Earth’s Revolution Movement of earth around the sun Determines length of year Path is almost a circle (actually an ellipse)

13 Length of a Day Sidereal Day - 23 h 56 m Earth rotates once relative to stars Solar Day - 24 h Earth rotates once relative to sun About 4 minutes longer than sidereal day

14 Figure E.7 Solar and Sidereal Days

15 Figure E.8 - The Zodiac

16 Figure E.9 - Ecliptic

17 Length of a Year Tropical year - 365.242 solar days Time from one vernal equinox to the next Calendars based on it Sidereal year - 365.256 solar days Revolution around sun, relative to stars

18 Figure E.10 - Seasons

19 Figure E.11 Earth’s Orbit

20 Figure E.12 Precession

21 The Moon’s orbit Lunar phases Lunar Eclipses Solar Eclipses

22 Figure E.13 Lunar Phases

23 Lunar Month Sidereal Month - 27.3 days One revolution on the celestial sphere Synodic Month - 29.5 days Full cycle of phases

24 Figure E.14 - Lunar Eclipse

25 Figure E.15 - Solar Eclipse

26 Figure E.16 - Solar Eclipse Types

27 Figure E.17 - Eclipse Geometry Moon’s orbit tilted 5° to the ecliptic

28 Figure E.18 - Solar Eclipse Tracks

29 Measuring Distance Angular Measure Triangulation Parallax

30 More Precisely E-1 - Angular Measure Degrees, minutes and seconds of arc

31 Figure E.19 - Triangulation

32 Figure E.20 Parallax

33 Figure E.21 Parallax Geometry

34 More Precisely E-2a Measuring Distances with Geometry

35 More Precisely E-2b Measuring Distances with Geometry

36 Figure E.22 - The Scientific Method

37 Scientific Theories Must be testable Must be continually tested Should be simple Should be elegant Theory has a different meaning in science as opposed to general usage

38 Figure E.23 - The Scientific Method Aristotle and lunar eclipses

39 Measuring Size of Earth Eratosthenes –276 - 194 B.C. Alexandria and Syene (Aswan) Measured radius with 1% accuracy

40 Discovery E-1 Sizing up Planet Earth


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