In Kleppner and Kolenkow's book: An Introduction to Mechanics, on page 34 on the topic titled "Acceleration in Polar coordinates", it has been mentioned that: "when r and theta both change, then Coriolis acceleration acts which is "real" and is "In contrast" to the Coriolis force which acts in a rotating frame of reference. " Could you kindly explain the following: (1) If we are analyzing the situation using polar coordinate system, then if r and theta both are changing, then Coriolis acceleration that acts (which by the way is real according to Kleppner and Kolenkow), is this Coriolis acceleration different from the Coriolis acceleration that would come into play due to Coriolis force, if we analyze the same situation from a rotating frame of reference ? (2) Can Coriolis acceleration (real one that comes in polar coordinates) and Coriolis acceleration (due to Coriolis force when seen from rotating frame of reference) act simultaneously at a moving body(whose r and theta both are changing with time), if we observe from a rotating frame of reference using polar coordinate system ?
In Kleppner and Kolenkow's book: An Introduction to Mechanics, on page 34 on the topic titled "Acceleration in Polar coordinates", it has been mentioned that: "when r and theta both change, then Coriolis acceleration acts which is "real" and is "In contrast" to the Coriolis force which acts in a rotating frame of reference. "
Could you kindly explain the following:
(1) If we are analyzing the situation using polar coordinate system, then if r and theta both are changing, then Coriolis acceleration that acts (which by the way is real according to Kleppner and Kolenkow), is this Coriolis acceleration different from the Coriolis acceleration that would come into play due to Coriolis force, if we analyze the same situation from a rotating frame of reference ?
(2) Can Coriolis acceleration (real one that comes in polar coordinates) and Coriolis acceleration (due to Coriolis force when seen from rotating frame of reference) act simultaneously at a moving body(whose r and theta both are changing with time), if we observe from a rotating frame of reference using polar coordinate system ?
Snehasish Satapathy, Odisha
Tatwa Prakash Nayak ,Odisha
Dhanjay
Vallabh Govt College Mandi
Ashutosh Srichandan
Nayagarh Autonomous College
Siddhartha Shome PU
SK , Nimapada auto college odisha