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What is the equation for gravitational field strength in a radial field?
g = GM/r2
Where g is gravitational field strength (Nkg-1)
Where G is the gravitational constant (Nm-2kg-2)
Where M is the mass of the body producing the field (kg)
Where r is the distance between the point mass of the body and the point of space (m)
How can the equation for gravitational field strength in a radial field be derived?
F = GMm/r2
g = F/m
F = gm
gm = GMm/r2
g = GM/r2
Why is g approximately constant for small changes in height near the Earth’s surface?
The change in height is negligible compared to the radius of Earth
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