in a coaxial cable, what is the magnitude of the magnetic field B inside the metal of the conductor (R1 < r < R2) if I= 0.2 and
r= 4cm.
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A
coaxial cable consists of a solid inner conductor with radius R1,
surrounded by a concentric cylindrical tube with inner radius R2
and outer radius R3. The conductors carry equal and opposite
currents I distributed evenly across their cross sections.
Determine the magnetic field at a distance R from the axis to:
a)R<R1
b)R1<R<R2
c)R2<R<R3
d)R>R3
e)I=1.20A, R1=1.00cm, R2=2.00cm y R3=2.50cm
Graphic B, R=0 to R=3.00cm
| = _
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A coaxial cable (see figure below) carries a current of 2.85 A. The radii are r1 = 0.420 cm, r2 = 0.920 cm, r3-1.42 cm, and ra = 1.92 cm. (Assume the current density is constant in each separate layer.) (a) Where is the magnetic field strongest? at r3 at r1 at r4 (b) What is the magnitude of the magnetic field at this point? 0.000136 0.000136T
A coaxial cable consists of a fixed inner conductor with radius
R1, which is surrounded by a concentric cylindrical tube with inner
radius R2 and outer radius R3 (Figure 1). The conductors carry
oppositely directed currents I0 of equal size, which are
homogeneously distributed over their cross sections. Determine the
magnetic field at a distance r from the axis for a) <R1, b) R1
<r <R2, c) R2 <r <R3 and d) R3 <r.
(Show the appropriate ampere loop for...
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Figure CQ19.7 shows a coaxial cable carrying current I in its
inner conductor and a return current of the same magnitude in the
opposite direction in the outer conductor. The magnetic field
strength at r 5 r0 is B0. Find the ratio B /B0 at (a) r 5 2r0 and
(b) r 5 4r0.
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A47
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1) In a simple device for measuring the magnitude B of a
magnetic field, a conducting rod (length d = 1.5 m , mass m = 110 g
) hangs from a friction-free pivot and is oriented so that its axis
of rotation is aligned with the direction of the magnetic field to
be measured. Thin flexible wires (which exert negligible force on
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an...