brotherbobby's latest activity
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brotherbobby replied to the thread A rocket and the Coriolis acceleration.I should reply to you later when time and the advantage of having done some mathematics first permits. For the case is involved. The... -
brotherbobby replied to the thread A rocket and the Coriolis acceleration.Due to the coriolis force, the particle acquires a velocity due east (along X) on its way up. For a place in the northern hemisphere... -
brotherbobby replied to the thread A rocket and the Coriolis acceleration.Yes good question. Sorry I was under the impression that, precisely for my thinking up there, namely that "going up in the northern" is... -
brotherbobby replied to the thread A rocket and the Coriolis acceleration.Isn't going "up" in the south hemisphere, far as the coriolis force is concerned, the same as going "down" in the northern? (up and down... -
brotherbobby replied to the thread A rocket and the Coriolis acceleration.Thank you all for your comments. I agree with the corrections to my drawing and with the expression of the coriolis acceleration, namely... -
brotherbobby replied to the thread A rocket and the Coriolis acceleration.Yes. The Z plane goes vertically up from the place. Y is along the north direction from the place P. Rotation of the earth is in the... -
brotherbobby replied to the thread A rocket and the Coriolis acceleration.The earth rotates in the Y-Z plane. It's angular velocity vector ##\vec\Omega_0## makes an angle of ##\lambda## with the Y axis and... -
brotherbobby posted the thread A rocket and the Coriolis acceleration in Advanced Physics Homework Help.Attempt : I start by copying and pasting the diagram for the problem to the right. The rocket marked with R hurls "up" along the z axis... -
brotherbobby replied to the thread High School Limiting case for an Atwood's machine.If you put the value of the tension ##2T = \dfrac{4m_1m_2}{m_1+m_2}g## and subtract it from the force due to gravity ##(m_1+m_2)g##, it... -
brotherbobby replied to the thread High School Limiting case for an Atwood's machine.Gravity is an external force. I suppose what you mean is that if ##m_1## were to accelerate "up" with ##g##, we'd need an agent to apply... -
brotherbobby replied to the thread High School Limiting case for an Atwood's machine.Oh am sorry; you made the correction. However, I find myself struggling with something else. How can the tension be ##T = 2m_1g##... -
brotherbobby replied to the thread High School Limiting case for an Atwood's machine.I failed to understand. Mass ##m_2\; (\rightarrow\infty)## is accelerating downward at ##g##. How is mass ##m_1## accelerating upward...


