Antoha1
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- Hi, school student here. I have a question about magnetic flux. I know it is BAcosa. But can it actually be negative?
Hi, school student here.
I have a question about magnetic flux.
I know it is BAcosa. But can it actually be negative? Based on cosine function it can be, because it is related to it. But based on my logic, magnetic flux is just how much magnetic field (for example lines) goes through the Area (A). (or I may be wrong). EXAMPLE: The frame which Area A=5cm^2 is placed in a magnetic field (perpendicular to B)(B=0,1T). It is then rotated through a=120 degrees. What is the change in magnetic flux? Im thinking about dPhi=B(A1-A2)=BA(1-((abs)(cosa)))
But if it can be negative then it should be just dPhi=B(A1-A2)=BA(1-cosa)
I am adding specific problem to solve. Having this problem right here:
A frame with an area of 5 cm^2 and a resistance of 2 Ω is placed in a uniform magnetic field with an induction of 0.1 T. A galvanometer is connected to the frame. What charge will flow through the galvanometer when the frame is rotated through an angle of 120 degrees? At the beginning of the observation, the plane of the frame is perpendicular to the lines of magnetic induction.
Thank you for helping.
I have a question about magnetic flux.
I know it is BAcosa. But can it actually be negative? Based on cosine function it can be, because it is related to it. But based on my logic, magnetic flux is just how much magnetic field (for example lines) goes through the Area (A). (or I may be wrong). EXAMPLE: The frame which Area A=5cm^2 is placed in a magnetic field (perpendicular to B)(B=0,1T). It is then rotated through a=120 degrees. What is the change in magnetic flux? Im thinking about dPhi=B(A1-A2)=BA(1-((abs)(cosa)))
But if it can be negative then it should be just dPhi=B(A1-A2)=BA(1-cosa)
I am adding specific problem to solve. Having this problem right here:
A frame with an area of 5 cm^2 and a resistance of 2 Ω is placed in a uniform magnetic field with an induction of 0.1 T. A galvanometer is connected to the frame. What charge will flow through the galvanometer when the frame is rotated through an angle of 120 degrees? At the beginning of the observation, the plane of the frame is perpendicular to the lines of magnetic induction.
Thank you for helping.