Consider a circular loop of radius R that is centred at the origin and lies in a plane with a normal in the direction given by polar angles φ0 and θ0. A current I flows in the loop in an anti-clockwise sense with respect to the normal. The loop is subjected to an external field
B = B0 [(1 − βy)xˆ + (1 + βx)yˆ]
Find the total force on the loop.
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A circular loop of wire with area A lies in the xy-plane. As viewed along the z-axis looking in the −z-direction toward the origin, a current I is circulating clockwise around the loop. The torque produced by an external magnetic field B⃗ is given by τ⃗ =D(3i^−3j^), where D is a positive constant, and for this orientation of the loop the magnetic potential energy U=−μ⃗ ⋅B⃗ is negative. The magnitude of the magnetic field is B0=15D/IA. Determine the component Bx of B⃗...
A circular loop of wire with a radius of 15 cm lies in the yz plane and carries a current of 1.9A clockwise. It is placed in an external magnetic field of the form B = 6; mt. The magnitude and direction of the net torque are:
You are designing a new solenoid and experimenting with material
for each turn. The particular turn you are working with is a
circular loop of radius 4.50 cm that carries a current of 15.0 A.
Calculate the magnetic field B at the center of the loop. Consider
the coordinate system in the figure. If the circular loop lies in
the xy plane and if the current flows clockwise around the loop,
which direction does the magnetic field point inside the...
A circular loop of wire with area A lies in the xy-plane. As viewed along the z-axis looking in the −z-direction toward the origin, a current I is circulating clockwise around the loop. The torque produced by an external magnetic field B⃗ is given by τ⃗ =D(5i^−2j^), where D is a positive constant, and for this orientation of the loop the magnetic potential energy U=−μ⃗ ⋅B⃗ is negative. The magnitude of the magnetic field is B0=14D/IA. A) Determine the vector...
Draw the direction lines of the magnetic field: a) of a filament of current I, infinitely long and straight lying on the axis of x, if current I, flows in the negative direction of the axis of x. b) a circular loop of current I, which lies in the x-y plane, if the current I flows in the clockwise direction.
A circular loop of wire with a radius of 15 cm lies in the yz plane and carries a current of 1.9 A, clockwise. It is placed in an external magnetic field of the form B = 6; mT. The magnitude and direction of the net torque are: Select one: a. 0.81 E-3 Nm, -z direction b. 8058.20 E-3 Nm, +z direction c. 0.81 E-3 Nm, uz direction d. 8058.20 E-3 Nm, -z direction e. 0.81 E-3 Nm, +x direction...
A circular loop of wire with a radius of 15 cm lies in the yz plane and carries a current of 1.9 A, clockwise. It is placed in an external magnetic field of the form B = 6; mT. The magnitude and direction of the net torque are: Select one: a. 0.81 E-3 Nm, -z direction b. 8058.20 E-3 Nm, +z direction c. 0.81 E-3 Nm, uz direction d. 8058.20 E-3 Nm, -z direction e. 0.81 E-3 Nm, +x direction...
A circular loop of wire with a radius of 15 cm lies in the yz plane and carries a current of 1.9 A, clockwise. It is placed in an external magnetic field of the form B = 6 ġ mt. y The magnitude and direction of the net torque are: Select one: a. 0.81 E-3 Nm, +z direction b. 8058.20 E-3 Nm, -z direction C. 8058.20 E-3 Nm, +z direction d. 0.81 E-3 Nm, +x direction e. 0.81 E-3 Nm,...
A circular loop of wire with area A lies in the y-plane. As viewed along the z axis looking in the -z direction toward the origin, a current I is circulating clockwise around the loop. The torque produced by an external magnetic field B is given by tau = D(4i - 4j), where D is a positive constant, and for this orientation of the loop the magnetic potential energy U = -mu middot B is negative. The magnitude of the...
The 5th page of lecture 24:
2. Consider a circular current loop of radius R placed in the xy plane as shown in the figure. It is centered at the origin and viewed down from the positive z-axis the current, lo, flows anti-clockwise. Radius = R a. In what direction does the magnetic field point at the red point in the figure, Fa? Explain clearly why this is true. current b. Since B-VxA, in which plane does Alie. Explain clearly...