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problem-3 plz 3. (40) In Fig.1, (a) 0 r< a, find B, VxB, and magnetic energy...
Question 3 A long solenoid with n turns per unit length of current I is wrapped around a cylindrical magnetic core of permeability μ μ0Hm The cylindrical core, extending along the z-axis, has radius α n turns per unit length, current I per turn Magnetic material of μ (a) If the solenoid is considered as infinite in length, it can be shown that the magnetic field, expressed in cylindrical coordinates, is: r> a Apply Ampere's law, using the rectangular path...
P.6-2 The circuit in Fig. 6-9 is situated in a magnetic field B a,3 cos (5? 1071- ry) (pT). Assuming R -15(Q), find the current i P.6-4 In Fig. 6-10 assume a constant current i, - lo.but that the rectangular loop moves away with a constant velocity u = a,uo. Determine i2 when the loop is at a position as shown. FIGURE 69 A circuit in a time-varying magnetic FIGURE 6-10 A rectangular loop near a long field (Problem P.6-2)...
2. A solengid has n turns per unit length. The radius of solenoid is R. A circular loop of wire with 10 turns and radius r<R lies along the axis of the solenoid near the middle of its length. If the current ie he circular loop is I, find the magnetic flux through the solenoid. 3. Two tiny wire loops with areas ar and az are situated a distance r apart. Find their mutual inductance,
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Figure P3.9.4 Problem 3.9.4. SECTION 3.11 INDUCTANCE 3.11.1. Determine the per-unit-length self inductance of the solenoid of Problem 3.9.4. Hint: Determine the flux linking one turn and recall that the inductance is the flux linkages per unit of current linking them. Determine the inductance per unit length for an iron (u, 1000) sole- noid of radius l cm, with 20 turns per cm. [|-μ,μοη 2πα2...
Iwire The magnetic field for a long wire is В — B = 2π r = distance from wire, I = current d through wire, Ho = 4 n x 10~-7 Tm Iloop A Current-carrying wire in magnetic field B the magnetic force on the wire is I = current, L = vector, magnitude is length of the wire, direction of the curent The magnetic forces between wires is one way to measure currents without having to place an ammeter...
fig1.19 requeted
1.47 It is desired to achieve a time-v the magnetic circuit of Fig. 1.41 of the form where Bo = 0.6 T and Bi = 0.20 T. The dc field Bo is to be created by a neodymium-iron-boron magnet with magnetization characteristic of Fig. 1.19, whereas the time-varying field is to be created by a time-varying current. For Ag 7 cm2, g 0.35 cm, and N 175 turns, and based upon the neodymium-iron-boron characteristics of Fig. 1.19, find:...
1. A rectangular loop of width a and length b is located near a long wire carrying a current I. The distance between the wire and the closet side of the loop is c. The wire is parallel to the long side of the loop. Find the total magnetic flux through the loop due to the current in the wire.
* 1. A rectangular loop of width a and length b is located near a long wire carrying a current I. The distance between the wire and the closet side of the loop is c. The wire is parallel to the long side of the loop. Find the total magnetic flux through the loop due to the current in the wire. te x
A loop of wire with radius r=0.015 m is in a magnetic field with magnitude B as shown in the figure. B changes from B1 = 0.35 T to B2 = 4.5T in Δt=5.5s at a constant rate. The resistance of the wire is R=5Ω.Part (a) Express the magnetic flux going through a loop of radius r assuming a constant magnetic field B. Part (b) Express the magnetic flux change, 40, in terms of B1, B2, and r. Part (c) Calculate the...
In the figure, a rectangular loop of wire with length a = 3.8 cm, width b = 2.2 cm, and resistance R = 0.70 mΩ is placed near an infinitely long wire carrying current I = 4.7 A. The loop is then moved away from the wire at a constant speed v = 3.9 mm/s, when the center of the loop is at distance r = 7.9 cm, what are (a) the magnitude of the magnetic flux through the loop...