Radius r=1.25cm Length l=25.0 cm 305 turns Current=12A Calculate the flux through the disk-shaped area of radius R=5 cm that is positioned to and centered on the axis of the solenoid as in the figure. Answer in units uWb

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Radius r=1.25cm Length l=25.0 cm 305 turns Current=12A Calculate the flux through the disk-shaped area of radius R=5 cm that is positioned to and centered on the axis of the solenoid as in the figure. Answer in units uWb
The image depicts a cylindrical solenoid with a uniform wire coil wrapping around it. The solenoid has a length denoted by \( l \) and a radius \( R \). An electric current, represented by \( I \), flows through the wire coil. The direction of the current is indicated by arrows pointing upward on one side of the solenoid and downward on the other side, suggesting the flow of current from one end to the other along the coil.

The solenoid is typically used in electromagnetism to create a uniform magnetic field within its interior. The arrows and dimensions in the diagram help in analyzing the magnetic field produced by the current-carrying solenoid.

This type of diagram can be used to explain the principles of magnetic field generation and applications such as electromagnets and inductors in electronic circuits.
Transcribed Image Text:The image depicts a cylindrical solenoid with a uniform wire coil wrapping around it. The solenoid has a length denoted by \( l \) and a radius \( R \). An electric current, represented by \( I \), flows through the wire coil. The direction of the current is indicated by arrows pointing upward on one side of the solenoid and downward on the other side, suggesting the flow of current from one end to the other along the coil. The solenoid is typically used in electromagnetism to create a uniform magnetic field within its interior. The arrows and dimensions in the diagram help in analyzing the magnetic field produced by the current-carrying solenoid. This type of diagram can be used to explain the principles of magnetic field generation and applications such as electromagnets and inductors in electronic circuits.
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