Anisotropic Galaxy
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Due to Earth's rotation, a plumb bob may not hang exactly along the direction of the Earth's gravitational force on the plumb bob but may deviate slightly from that direction. (a) show that the deflection \thetais given by \theta = (\frac{2\pi^2R}{gT^2})sin(2L), where R is the radius of the Earth and T is the period of the Earth's rotation.
This problem is very hard. I try to get a = \frac{2\pi(RcosL)^2}{T^2RcosL} and then must get F so I try to separate the thingie into components byut then Fx and Fy get into a mess and I'm confused. Help!
Thanks
This problem is very hard. I try to get a = \frac{2\pi(RcosL)^2}{T^2RcosL} and then must get F so I try to separate the thingie into components byut then Fx and Fy get into a mess and I'm confused. Help!
Thanks