Checking Magnetic Flux Calculations: BA cos(delta) = 0.512 Weber & NBA = 9 Weber

AI Thread Summary
The discussion centers on verifying magnetic flux calculations using the formulas BA cos(delta) and NBA. The first calculation yielded 0.512 Weber, while the second resulted in 9 Weber. There is uncertainty regarding the use of the cosine function in the first calculation, with suggestions to consider whether sine might be more appropriate depending on the angle's context. A test involving a 90-degree angle is proposed to illustrate the implications of using cosine versus sine. Overall, the accuracy of the first answer is questioned, emphasizing the importance of understanding the angle's definition in magnetic flux problems.
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Homework Statement



The first question I used BA cos(delta)
My answer was 0.512 Weber

The second question I used NBA
My answer was 9 Weber

I would like to know whether my answers are right thank you

[PLAIN]http://img263.imageshack.us/img263/751/doentx.jpg[/CENTER]​
 
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zack7 said:

Homework Statement



The first question I used BA cos(delta)
My answer was 0.512 Weber

The second question I used NBA
My answer was 9 Weber

I would like to know whether my answers are right thank you

[PLAIN]http://img263.imageshack.us/img263/751/doentx.jpg[/CENTER][/QUOTE]

Second answer looks good.

Question about the first - was cos the correct function or should you use sin??

To test, you could consider if the question had used 90 degrees as the angle.
Would there be any flux through the area.
cos 90 = 0 ; sin 90 =1. would you want a zero answer [use cos] or a numerical answer [use sin] That's how I decide. Since the angle can be defined different ways [like those problems inclined to the vertical or inclined to the horizontal] it is not a good idea to decide on a function and try to use it in every problem.​
 
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