# Udemy Create Amazing Photoshop Projects And Learn Essentials [UPDATED]

## Udemy Create Amazing Photoshop Projects And Learn Essentials [UPDATED]

Udemy Create Amazing Photoshop Projects And Learn Essentials

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different velocity in direction of gravity in Earth and in space

Suppose I and a globe are both on the surface of the Earth,
$$v_1=\gamma\left(-1,0,0\right), \quad v_2=\gamma\left(0,-1,0\right),$$
where $\gamma$ is the 3-velocity of Earth relative to the Sun. Suppose we are moving in the direction of gravity, which is upwards.
In space, however, we have
$$v_1=\gamma\left(-1,0,0\right), \quad v_2=\gamma\left(0,0,0\right),$$
But now I know that in space this the velocity of a body in the “anti-gravitational”, the direction opposite to the direction of the gravitational force.
But why is that, and why are the different coordinates used?

A:

In the Earth’s (or global) frame of reference (the the one moving with the planet at a uniform rate and aligned with the geoid) the force of gravity $F_\text{grav}$ is always directed “downward” (

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