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Figure (a) shows a length of wire carrying a current and bent into a circular coil...
Figure (a) shows a length of wire carrying a current i and bent into a circular coil of one turn. In Figure (b) the same length of wire has been bent to give a coil of 6 turns, each of 1/6 the original radius. (a) If Ba and Bb are the magnitudes of the magnetic fields at the centers of the two coils, what is the ratioBb/Ba? (b) What is the ratio
Question 4 (1 point) A wire of length 10 m carrying a current is forms a circular coll of one turn (see Figure al. The same length of wire has been bent to give a coil of 5.0 turns, each of 1/5.0 the original radius (see Figure bl if B, and B, are the magnitudes of the magnetic fields at the centers of the two coils, what is the ratio ,/B? Express your answer using two significant figures. Your Answer...
Two circular coils of current-carrying wire have the same magnetic moment. The first coil has a radius of 0.092 m, has 144 turns, and carries a current of 4.5 A. The second coil has 166 turns and carries a current of 9.3 A. What is the radius of the second coil?
Questions/Assignments an expression for the magnetic field at the center of circular loop of current carrying wire erive an expression for the magnetic field at a point on the axis of circular current carrying wire. 3. D erive an expression for the magnetic field at a point distance x away(along the dipole) due to magnetic dipole of moment M. 4. Derive an expression for the magnetic field at a point distance x away (along the perpendicular bisector) due to a...
A current-carrying wire moves toward a coil A long straight wire carrying current I is moving with speed v toward a small circular coil of radius r containing N turns, which is attached to a voltmeter as shown. The long wire is in the plane of the coil. (Only a small portion of the wire is shown in the diagram.) Voltmeter N turns radius r The radius of the coil is 0.02 m, and the coil has 11 turns. At...
The figure shows an arrangement known as a Helmholtz coil. It consists of two circular coaxial coils, each of 400 turns and radius R = 130 cm, separated by a distance R = 130 cm. The two coils carry equal currents i = 45 A in the same direction. Find the magnitude of the net magnetic field at P, on the axis midway (R/2) between the coils. urus B above circular loop=mu i R^2/2(R^2 + z^2)^3/2
The figure shows an arrangement known as a Helmholtz coil. It consists of two circular coaxial coils, each of 300 turns and radius R = 130 cm, separated by a distance R = 130 cm. The two coils carry equal currents i = 35 A in the same direction. Find the magnitude of the net magnetic field at P, on the axis midway (R/2) between the coils. Old -R B above circular loop=muo i R^2/2(R^2 + 2^2)^3/2
Show steps. Problem 5 (25pts). A Helmholtz coil (see figure below) is a structure used for creating uniform magnetic fields at the centre. Consider two thin circular coaxial coils each of radius R, having N turns, carrying a current I in the same direction and separated by a distance d. The field due to the thin wire connecting the two coils can be ignored a) Find the magnetic field B on the axis of symmetry (the r-axis) of the Helmholtz...
4. A thin wire carrying a current I is bent into a shape with a central circular portion of radius R centered at the origin, and with two semi-infinite arms that extend to ro, as shown in the figure below. Find the direction and the magnitude of the magnetic field B at the center. y R I
Helmholtz coils are two circular coils with radius R, each wound with N turns of wire carrying a current I, circulating in the same direction in both coils. The coils are placed distance R apart. The Helmholtz coil produce a very uniform magnetic field in the region between them. Obtain an expression for the magnitude of the magnetic field at point P, which is midway between the coils.