The current density in a cylindrical wire of radius R is given by J = Jo(1-). Density is parallel to the axis. Find the total current passing through the section perpendicular to the axis. a) I =JOR2...


The current density in a cylindrical wire of radius R is given by J =<br>Jo(1-). Density is parallel to the axis. Find the total current passing<br>through the section perpendicular to the axis.<br>a) I =JOR2<br>b) I = -4TJ,R2<br>c) /%3D%피JOR2<br>d) 1 = -1127J,R?<br>e) I = -J,R?<br>63<br>2<br>575<br>

Extracted text: The current density in a cylindrical wire of radius R is given by J = Jo(1-). Density is parallel to the axis. Find the total current passing through the section perpendicular to the axis. a) I =JOR2 b) I = -4TJ,R2 c) /%3D%피JOR2 d) 1 = -1127J,R? e) I = -J,R? 63 2 575

Jun 11, 2022
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