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Figure 6.1: | The galvanometer shows a deflection whenever the
magnetic flux passing through the square loop changes with time.
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Figure 6.2:
| (a) Stationary circular loop in
a changing magnetic field B(t), and (b) its
equivalent circuit.
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Figure 6.3:
| Circular loop with N
turns in the x-y plane. (Example 6-1).
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Figure 6.4:
| Circuit for Example 6-2.
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Figure 6.5:
| Two transformers with secondary
windings wound in opposite directions.
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Figure 6.6:
| Equivalent cicuit for the
primary side of the transformer.
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Figure 6.7:
| Conducting wire moving in a
static magnetic field.
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Figure 6.8:
| Sliding bar in a magnetic field
that increases linearly with x, Example 6-3.
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Figure 6.9:
| Moving loop of example 6-4.
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Figure 6.10:
| Moving rod of example 6-5.
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Figure 6.11:
| Principles of the a-c motor and
the a-c generator.
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Figure 6.12:
| A loop rotating in a magnetic
field induces an emf.
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Figure 6.13:
| The displacement current
I2d in the insulating material of the
capacitor is equal to the conducting current
I1c in the wire.
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Figure 6.14:
| Total current flowing out of a
volume V is equal to the current density J through
the surface S, which in turn is equal to the rate of
decrease of the charge enclosed in V.
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Figure 6.15:
| Kirchhoff's current law states
that the algebraic sum of all the currents flowing out of a
junction is zero.
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Figure 6.16:
| Electric potential
V(R) due to a charge distribution over a volume.
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Figure 6.17:
| Loops of Problem 6.1.
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Figure 6.18:
| Loop of Problem 6.2.
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Figure 6.19:
| Loop coplanar with long wire
(Problem 6.6).
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Figure 6.20:
| Rotating loop in a magnetic
field (Problem 6.7).
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Figure 6.21:
| Rotating rod of Problem 6.9.
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Figure 6.22:
| Moving loop of Problem 6.10.
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Figure 6.23:
| Rotating cylinder in a magnetic
field (Problem 6.11).
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Figure 6.24:
| Rotating circular disk in a
magnetic field (Problem 6.13).
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Figure 6.25:
| Parallel-plate capacitor
containing a lossy dielectric material (Problem 6.16).
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