Question

a)
Deduce an expression for Coriolis force.​

Answer 1

• Derivation of Coriolis Force
• For O(x',y',z') system there is a change in i',j',k' with a change in time but i,j,k are stationary. The second term is known as Coriolis acceleration which is present when point r is in motion. The second term 2m(\vec{\omega }*{v}') is known as the Coriolis force.

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Answer 2

Answer:

• Derivation of Coriolis Force
• For O(x',y',z') system there is a change in i',j',k' with a change in time but i,j,k are stationary. The second term is known as Coriolis acceleration which is present when point r is in motion. The second term 2m(\vec{\omega }*{v}') is known as the Coriolis force.

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