Microwave oven is a closed cavity. so the waves present inside are not plane waves. However. in order to approximate the conditions of the oven wall. an equivalent metal sheet having the same thickness and area as the oven is exposed to the same power density applied in the oven. It is assumed that the entire area of the wall is 1 m2. operates at 2.45 GHz. and the wall is made of steel. A plane wave of 2.45 GHz is incident on a very large steel sheet. Steel has a thickness of 1 mm. a conductivity of 10 7 S/m. and a relative permeability of 200. The time averaged power density that collides with the sheet is 1000 W/m^2 and the wave collides perpendicular to the wall. Find the power consumed by steel per unit area.

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Microwave oven is a closed cavity, so the waves present inside are not plane
waves. However, in order to approximate the conditions of the oven wall, an
equivalent metal sheet having the same thickness and area as the oven is exposed
to the same power density applied in the oven. It is assumed that the entire area
of the wall is 1 m2. operates at 2.45 GHz. and the wall is made of steel. A plane
wave of 2.45 GHz is incident on a very large steel sheet. Steel has a thickness of 1
mm. a conductivity of 10 ^7 S/m. and a relative permeability of 200. The time
averaged power density that collides with the sheet is 1000 W/m^2 and the wave
collides perpendicular to the wall. Find the power consumed by steel per unit area.
Transcribed Image Text:Microwave oven is a closed cavity, so the waves present inside are not plane waves. However, in order to approximate the conditions of the oven wall, an equivalent metal sheet having the same thickness and area as the oven is exposed to the same power density applied in the oven. It is assumed that the entire area of the wall is 1 m2. operates at 2.45 GHz. and the wall is made of steel. A plane wave of 2.45 GHz is incident on a very large steel sheet. Steel has a thickness of 1 mm. a conductivity of 10 ^7 S/m. and a relative permeability of 200. The time averaged power density that collides with the sheet is 1000 W/m^2 and the wave collides perpendicular to the wall. Find the power consumed by steel per unit area.
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