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Satellites
Josly Jose
P.K. M. College of Education
SATELLITES
• The body revolving around a planet in a fixed
orbit is called a satellites
• The natural satellites of earth is moon
• Example for artificial satellite are Sputnik,
Aryabatta, INSAT etc
Natural satellite Artificial satellites
ORBITAL VELOCITY
• Orbital velocity of a satellite is the
velocity with which is revolves round
a planet in its fixed orbit. orbital
velocity is denoted by VO
Expression for orbital velocity
• Consider a satellite of mass ‘m’ that revolves round the
earth in an orbit of radius RE+h, with velocity VO.
The centripetal force required for revolution is given by,
FC =
Gravitational force between earth and satellite ,
Fg =
=
vo =
at the surface of earth , R+h = R
vo =
vo =
Relation between orbital velocity
and escape velocity
• Equation of orbital velocity
vo =
• Equation of escape velocity
Ve =
Ve = vo
The time period of a satellite
• The time taken by a satellite to complete to
complete one orbital motion around a planet is
called time period of a satellites
• Time period =
T =
The energy of an orbiting satellite
• The kinetic energy of the satellite in a circular
orbit with orbital velocity VO is
K E = ½
P E = -
T E = KE+ PE = -½
Activity
• Starting from the expression for period
of revolution of a satellite, prove
Kepler’s third law
THANK YOU

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satellites

  • 1. Satellites Josly Jose P.K. M. College of Education
  • 2. SATELLITES • The body revolving around a planet in a fixed orbit is called a satellites • The natural satellites of earth is moon • Example for artificial satellite are Sputnik, Aryabatta, INSAT etc
  • 4. ORBITAL VELOCITY • Orbital velocity of a satellite is the velocity with which is revolves round a planet in its fixed orbit. orbital velocity is denoted by VO
  • 5. Expression for orbital velocity • Consider a satellite of mass ‘m’ that revolves round the earth in an orbit of radius RE+h, with velocity VO. The centripetal force required for revolution is given by, FC = Gravitational force between earth and satellite , Fg = =
  • 6. vo = at the surface of earth , R+h = R vo = vo =
  • 7. Relation between orbital velocity and escape velocity • Equation of orbital velocity vo = • Equation of escape velocity Ve = Ve = vo
  • 8. The time period of a satellite • The time taken by a satellite to complete to complete one orbital motion around a planet is called time period of a satellites • Time period = T =
  • 9. The energy of an orbiting satellite • The kinetic energy of the satellite in a circular orbit with orbital velocity VO is K E = ½ P E = - T E = KE+ PE = -½
  • 10. Activity • Starting from the expression for period of revolution of a satellite, prove Kepler’s third law