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Story behind Newton`s apple
After dinner the weather being warm, we
went into the garden & drank tea under the
shade of some apple trees, only he and
myself . He told me he was just in the same
situation as when formerly the notion of
gravitation came to his mind “why should
that apple always descend perpendicularly
to that ground”, “why should it not go
sideways or upward?”
GRAVITATIONAL FORCE
Gravitational force is a force that
attracts any object with mass
Every object is being pulled each
other
Is there a force between two objects
around you? If so then why don`t
they move towards each other?
Newton`s Universal law of
gravitation
Every object in the universe attracts
every other object in the universe
with a force that is proportional to
their masses & inversely
proportional to the square of
distance between them.
Consider two objects of mass M1 & M2
lies at a distance of “d” from each other
as shown in the figure.
According to universal law of
gravitation ,
F α M1 × M2
F α 1⁄d²
Combining the equations ,
F α M1×M2 ⁄ d²
F ₌ G(M1×M2) ⁄ d²
 where G is the constant of
proportionality & called universal
gravitation constant.
Gravitational constant
G ₌ Fd² ⁄ M1× M2
Value of G was found out by Henry
Cavendish
Unit of G is Nm²Kg¯²
Gravitation

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Gravitation

  • 1.
  • 2. Story behind Newton`s apple After dinner the weather being warm, we went into the garden & drank tea under the shade of some apple trees, only he and myself . He told me he was just in the same situation as when formerly the notion of gravitation came to his mind “why should that apple always descend perpendicularly to that ground”, “why should it not go sideways or upward?”
  • 3. GRAVITATIONAL FORCE Gravitational force is a force that attracts any object with mass Every object is being pulled each other Is there a force between two objects around you? If so then why don`t they move towards each other?
  • 4. Newton`s Universal law of gravitation Every object in the universe attracts every other object in the universe with a force that is proportional to their masses & inversely proportional to the square of distance between them.
  • 5. Consider two objects of mass M1 & M2 lies at a distance of “d” from each other as shown in the figure.
  • 6. According to universal law of gravitation , F α M1 × M2 F α 1⁄d² Combining the equations , F α M1×M2 ⁄ d² F ₌ G(M1×M2) ⁄ d²  where G is the constant of proportionality & called universal gravitation constant.
  • 7. Gravitational constant G ₌ Fd² ⁄ M1× M2 Value of G was found out by Henry Cavendish Unit of G is Nm²Kg¯²