Kinematics problem involving multiple frames

AI Thread Summary
The discussion centers on calculating cross products in the Coriolis term without involving the angle φ. Participants clarify that for the given position, φ can be set to π/2. There is confusion regarding the requirements of the problem, specifically whether calculations or arguments are needed to determine if two values are the same. One contributor confirms that their answer for part (b) matches the answer key, indicating progress in resolving the issue. The conversation concludes with a check on whether any further questions remain.
Bling Fizikst
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Homework Statement
below
Relevant Equations
below
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So what i did was set up the cartesian axes ##e_1-e_2-e_3## and also the cylindrical ##e_r-e_\phi##

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The issue is how to calculate the cross products in the coriolis term without involving ##\phi##
 
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Bling Fizikst said:
Homework Statement: below
Relevant Equations: below

View attachment 356053


The issue is how to calculate the cross products in the coriolis term without involving ##\phi##
As I read it, you are only asked about values in the given position.
 
So ##\phi=\frac{\pi}{2}## for the given position .
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but the answer for accn is not matching
 
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Just reviewd my calculations
 
I am unsure which part you are answering. The way a) is phrased, you are not required to calculate anything, merely provide arguments for saying whether they are the same (and that does not look hard).
Also, what is the status of your answer in post #4? Is this matching a book answer, mismatching a book answer, or there is no book answer?
 
Last edited:
haruspex said:
I am unsure which part you are answering. The way a) is phrased, you are not required to calculate anything, merely provide arguments for saying whether they are the same (and that does not look hard).
Also, what is the status of your answer in post #4? Is this matching a book answer, mismatching a book answer, or there is no book answer?
I am sorry . I was asking for the (b) part and posted my answer for the same . It seems to match the answer key .
 
Bling Fizikst said:
I am sorry . I was asking for the (b) part and posted my answer for the same . It seems to match the answer key .
Ok, good … so are we done, or do you still have a question?
 
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