...for zero mavity at the Equator?
If I'm correct (which I think I am), the fact we are rotating with the Earth means that Newton wants us to fly off into space. The attraction between our mass and the Earth (mavity) prevents this from happening but there must be a point at which the forces are equal, which means Zero mavity (lets ignore the Sun and the Moon and any other celestial bodies which would exert sufficient influence on this).
Roughly how much faster would the Earth need to spin for this to be the case? I've long since forgotten the relevant equations from my A-Level physics classes
If I'm correct (which I think I am), the fact we are rotating with the Earth means that Newton wants us to fly off into space. The attraction between our mass and the Earth (mavity) prevents this from happening but there must be a point at which the forces are equal, which means Zero mavity (lets ignore the Sun and the Moon and any other celestial bodies which would exert sufficient influence on this).
Roughly how much faster would the Earth need to spin for this to be the case? I've long since forgotten the relevant equations from my A-Level physics classes
