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A very thin conducting disk of radius R=10 cm and non-uniform surface charge density, given
by: 0 = 0 (r/R)²with = 8 x 10-¹⁰C/m², rotates with an angular speed of w=100 rad/s,
around its axis of symmetry that passes through its center, and is perpendicular to the plane
that contains it.
1)
II)
III)
Find the intensity of the magnetic field (in nA/m), at a point on the axis of
symmetry, located at the distance d-10 cm, from the center of the disk.
Find the intensity of the magnetic field (in nA/m) at the center of the disk.
The magnitude of the magnetic moment (in pAX m²) of the rotating disk.
Transcribed Image Text:A very thin conducting disk of radius R=10 cm and non-uniform surface charge density, given by: 0 = 0 (r/R)²with = 8 x 10-¹⁰C/m², rotates with an angular speed of w=100 rad/s, around its axis of symmetry that passes through its center, and is perpendicular to the plane that contains it. 1) II) III) Find the intensity of the magnetic field (in nA/m), at a point on the axis of symmetry, located at the distance d-10 cm, from the center of the disk. Find the intensity of the magnetic field (in nA/m) at the center of the disk. The magnitude of the magnetic moment (in pAX m²) of the rotating disk.
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