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Morehead State University

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Presentation on theme: "Morehead State University"— Presentation transcript:

1 Morehead State University
Understanding Orbits Chapter 4-9 Morehead State University Morehead, KY Prof. Bob Twiggs Click here for audio comment on slides.

2 SSE-120 Page 103

3 Understanding Orbits SSE-120 Page 105-6

4 Understanding Orbits SSE-120 Page 105-6

5 Understanding Orbits SSE-120 Page

6 Understanding Orbits Eccentricity SSE-120 Page 157

7 Understanding Orbits SSE-120 Page 159

8 Understanding Orbits SSE-120 Page 164

9 Understanding Orbits SSE-120 Page 273

10 Understanding Orbits North Pole to the South Pole (the shortest diameter) is approximately 12,714 km. The equatorial diameter (the longest diameter) is approximately 12,756 km. SSE-120 Page 273

11 What about gravitational pull on the satellite in the orbit?
Understanding Orbits What about gravitational pull on the satellite in the orbit? Would it be uniform all around the orbit? SSE-120 Page 273

12 Understanding Orbits SSE-120 Page 277

13 Understanding Orbits SSE-120 Page 179

14 Understanding Orbits SSE-120 Page 180

15 Fc v Fg Understanding Orbits
What determines the velocity of spacecraft in a circular orbit? Fc Altitude: given v Velocity of spacecraft Vcir = r-1/2 km/sec r - is from center of the earth – 6378 km Orbit Vesc = r-1/2 km/sec Fg Orbit Period Circumference = 2pr Time to orbit = distance/velocity Orbit Period = Time to orbit (minutes) What about gravitational pull on the satellite in the orbit? Would it be uniform all around the orbit? SSE-120 Page 181

16 What is ISS altitude? Understanding Orbits
Spacecraft Orbital Velocity and Orbit Period -2 What is ISS altitude? = 17,142 mi/hour h = (150) (1.852) = 278 km LEO convert km/s mi/hour X (km/s) x 60s/m x 60m/hour x (1/1.6) mi/km = X (km/s) x 2250 mi/hour V = (7.739 km/s) x mi/hour = 17,142 mi/hour SSE-120

17 Velocity of spacecraft
Understanding Orbits Altitude: given Velocity of spacecraft Vcir = r-1/2 km/sec r - is from center of the earth – 6378 km Vesc = r-1/2 km/sec Orbit Period Circumference = 2pr Time to orbit = distance/velocity Orbit Period = Time to orbit (minutes) Page 184 SSE-120

18 Understanding Orbits Page 184 SSE-120

19 Understanding Orbits Page 184 SSE-120

20 Understanding Orbits Page 203 SSE-120

21 Understanding Orbits Page 272 SSE-120

22 Understanding Orbits Page 273 SSE-120

23 Sun-synchronous LEO orbit
Understanding Orbits Sun-synchronous LEO orbit Page 275 SSE-120

24 Understanding Orbits Page 277 SSE-120

25 Perturbation Orbital Velocity Orbit period Ascending node
Understanding Orbits Perturbation Orbital Velocity Orbit period Ascending node Plane changes Page 278 SSE-120

26 Understanding Orbits Page 278 SSE-120

27 Understanding Orbits Page 278 SSE-120

28 Understanding Orbits Page 308 SSE-120

29 Understanding Orbits Page 308 SSE-120

30 Understanding Orbits Page 315 SSE-120

31 Understanding Orbits Page 315 SSE-120

32 Morehead State University
Understanding Orbits Morehead State University Morehead, KY Prof. Bob Twiggs SSE-120


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