
Calculating Orbital Motion
Presentation
•
Physics
•
9th Grade
•
Hard
Joseph Anderson
FREE Resource
10 Slides • 0 Questions
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by Kundyz Taimanova
Class: 9 th
Subject: physics
Chapter: Satellites
3.12
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In this lesson you will learn to:
- use formula of orbital speed of satellite for problem solving
- compare different orbits of satellites
- calculate parameters of motion of objects moving in gravitation field
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satellite - серік, спутник
communication - байланыс, связь
to revolve - айналу, вращаться
possible - болуы мүмкін, возможный
outcome - нәтиже, результат
computation - есептеу, вычисление
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https://bilimland.kz/en/courses/physics-en/mechanics/dynamics/lesson/the-movement-in-space
The lowest velocity which a rocket needs, in order to escape the gravitational pull of the Earth, is called the Earth's escape velocity (or second cosmic velocity).
The main parameters of computation are:
Speed of satellite: V [m/s]
r- radius of rotation r=R+h [meters]
M- mass of a plannet [kg]
G - gravitational constant G= 6.67*10-11 Nm2/kg2
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The first rocket that reached the Earth’s escape velocity was Luna 1 – a rocket launched on 2nd January 1959 by the Russians. It passed the Moon at a distance of a few thousand kilometres and flew further to become the first man-made object orbiting the Sun.
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A communication satellite is orbiting the Earth 36000 km above sea level. Knowing that the radius of the Earth is 6400 km, its mass is 6*1024 kg and the universal gravitation constant is G = 6.67 * 10- 11 Nm2/kg2 find
a) the period of the sattellite?
b) the tangential speed of the sattellite? (Take п= 3.14)
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1. What determines the satellite's first cosmic velocity?
2. What physical quantity can be determined by the formula of the first cosmic velocity?
3. How does the speed of a satellite moving in a circle change if the distance to the center of the planets increases by 4 times ?
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Learn basic definitions using the link
THANK YOU FOR ATTENTION
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