4. Jo(1- Consider a filled cylindrical wire with radius R and variable current density flowing through wire is given by ]= Determine the magnetic field of such a current outside of this cylindrical wire. You can take the normal vector of the surface (where current flows) in the same direction with the current density (let's say in upward direction). No need to calculate B-field inside the solenoid. Hint: Consider using Ampere's law for closed loops.
4. Jo(1- Consider a filled cylindrical wire with radius R and variable current density flowing through wire is given by ]= Determine the magnetic field of such a current outside of this cylindrical wire. You can take the normal vector of the surface (where current flows) in the same direction with the current density (let's say in upward direction). No need to calculate B-field inside the solenoid. Hint: Consider using Ampere's law for closed loops.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![4.
Jo(1-
Consider a filled cylindrical wire with radius R and variable current density flowing through wire is given by ]=
Determine the magnetic field of such a current outside of this cylindrical wire. You can take the normal vector of
the surface (where current flows) in the same direction with the current density (let's say in upward direction). No need to
calculate B-field inside the solenoid.
Hint: Consider using Ampere's law for closed loops.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F8221d22c-6a45-4b24-aa8b-1a2358be009c%2F9d64563d-755a-439d-a009-b8003b7b7559%2F9x6gm9k_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4.
Jo(1-
Consider a filled cylindrical wire with radius R and variable current density flowing through wire is given by ]=
Determine the magnetic field of such a current outside of this cylindrical wire. You can take the normal vector of
the surface (where current flows) in the same direction with the current density (let's say in upward direction). No need to
calculate B-field inside the solenoid.
Hint: Consider using Ampere's law for closed loops.
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