3.7.2 Gravitational fields Flashcards
Properties of Gravity/Gravitational force
- Acts on objects with mass
- Always attractive
Newtons’s Laws of gravitation
- Directly proportional to the product masses
- Inversely proportional to the square of the distance between them
Gravitational Force Equation
F = (G * m1 * m2) / r²
Relationship between Mass and gravitational force
Larger masses exert greater gravitational force
Relationship between distance and gravitational force
Greater distance results in weaker gravitational force
Uniform Field
- Same gravitational force everywhere
- Represented by parallel, equally spaced field lines
Radial Field
- Force varies with position
- Field lines spread out as distance increases
Field Lines
- Direction of force on mass
- Closer lines indicate stronger force
Earth’s Gravitational Field
- Radial in nature
- Nearly uniform close to the surface
Gravitational Field Strength (g) (definition and variability)
Definition
* Force per unit mass exerted by a gravitational field
Variability
* Constant in uniform fields
Varies in radial fields
Formulas for Gravitational Field Strength
General Formula
* g = F / m
Radial Field Formula
* g = (G * M) / r²
Gravitational Potential
- Work done per unit mass
- Moving an object from infinity to a point
Gravitational potential at infinity
Zero
Is the Gravitational Potential positive or negative
Always negative due to energy release
Gravitational potential formula