1) A horizontal wire carrying current I in +x direction on the x-axis from x=0 to x=2 2) A vertical wire carrying current I upward at along the x=2 line from y=0 to y=8 3) A diagonal straight wire started at the origin and it ends at y=8 x=2 carrying a current in SE direction ( diagonally downward); y=4x In a regional magnetic field that is given in vector notation by B = ( y i - x j )/(x^2+y^2+25) As components Bx = (y+1)/x^2+y^2+25) By = (1- x )/(x^2+y^2+25) Find the integral expression for the net force for each branch carrying 5 ampere current.
1) A horizontal wire carrying current I in +x direction on the x-axis from x=0 to x=2 2) A vertical wire carrying current I upward at along the x=2 line from y=0 to y=8 3) A diagonal straight wire started at the origin and it ends at y=8 x=2 carrying a current in SE direction ( diagonally downward); y=4x In a regional magnetic field that is given in vector notation by B = ( y i - x j )/(x^2+y^2+25) As components Bx = (y+1)/x^2+y^2+25) By = (1- x )/(x^2+y^2+25) Find the integral expression for the net force for each branch carrying 5 ampere current.
Chapter12: Sources Of Magnetic Fields
Section: Chapter Questions
Problem 25P: A long, straight, horizontal wire carries a left-to-right current of 20 A. If the wire is placed in...
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1) A horizontal wire carrying current I in +x direction on the x-axis from x=0 to x=2
2) A vertical wire carrying current I upward at along the x=2 line from y=0 to y=8
3) A diagonal straight wire started at the origin and it ends at y=8 x=2 carrying a current in SE direction ( diagonally downward); y=4x
In a regional magnetic field that is given in vector notation by
B = ( y i - x j )/(x^2+y^2+25)
As components
Bx = (y+1)/x^2+y^2+25)
By = (1- x )/(x^2+y^2+25)
Find the integral expression for the net force for each branch carrying 5 ampere current.
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