1. Newton’s Law of Universal Gravitation
2. Dimensional formula of G
3. Gravitational Force
4. Gravitational Field
5. Gravitational Potential
6. Definition
7. Equipotential Surface
8. Relation between Gravitational Intensity and Potential
9. Gravitational Potential due to Spherical Shell of Matter
10. Gravitational Field due to Spherical Shell of Matter
Gravitational Field
Gravitational field of a body is the space around it within which its gravitational force of attraction is perceptible.
**Strength of Gravitational Field (Gravitational intensity):**
Gravitational intensity at a point in the field due to a body is the force experienced by a unit mass placed at that point. It is denoted by ‘E’. It is a vector quantity.
Expressing in algebraic symbols,
\(E = \frac{F}{m}\), F being the force experienced by the mass ‘m’ in the gravitational field.
But \(F = -G\frac{Mm}{r^2}\)(here, ‘-’ sign indicates that gravitational force is an attractive force.)
\(\therefore E = -\frac{\frac{GMm}{r^2}}{m}\)
\(\implies E = -\frac{GM}{r^2}\)
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