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The magnetic field intensity in a medium 'I' is H= 3ē, + 4ě, + 2ě, A /m. The relative PI2.23 permeability of this medium is 4 = = 5000. The medium 'I' resides in the region z s2 at which the medium changes and the medium '2' resides above it. There is no current at the surface. The medium '2' has a relative permeability 4, = 2000 . Determine the magnetic !! field intensity in the medium 2.

The magnetic field intensity in a medium 'I' is H= 3ē, + 4ě, + 2ě, A /m. The relative PI2.23 permeability of this medium is 4 = = 5000. The medium 'I' resides in the region z s2 at which the medium changes and the medium '2' resides above it. There is no current at the surface. The medium '2' has a relative permeability 4, = 2000 . Determine the magnetic !! field intensity in the medium 2.

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PI2.23 The magnetic field intensity in a medium 'I' is H= 3ě, + 4ě, + 2ě, A/m. The relative permeability of this medium is 4 -= 5000. The medium 'I' resides in the region z s2 at which the medium changes and the medium '2' resides above it. There is no current at the surface. The medium '2' has a relative permeability 4 = = 2000 . Determine the magnetic field intensity in the medium 2.
Transcribed Image Text:PI2.23 The magnetic field intensity in a medium 'I' is H= 3ě, + 4ě, + 2ě, A/m. The relative permeability of this medium is 4 -= 5000. The medium 'I' resides in the region z s2 at which the medium changes and the medium '2' resides above it. There is no current at the surface. The medium '2' has a relative permeability 4 = = 2000 . Determine the magnetic field intensity in the medium 2.
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