Suppose, a charged disk of radius R=16m is lying on the xz plane as shown in the figure. The charge density of the disk is σ = 9nC/m2. The total charge of the disk is 7.234×10-6C. Point s is located along a line perpendicular to the disk and that goes through the center of the disk. Which is happened to be the y axis in this problem. The the Electric field at point s(0,10,0) is 238.98N/C. If we move point s to s′(0,12,0) then  E(s′) is 203.2N/C a) Calculate the magnitude of torque and potential energy of a dipole at point s′. The dipole moment is given by p=(9x+8y)C.m

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Suppose, a charged disk of radius R=16m is lying on the xz plane as shown in the figure. The charge density of the disk is σ = 9nC/m2. The total charge of the disk is 7.234×10-6C. Point s is located along a line perpendicular to the disk and that goes through the center of the disk. Which is happened to be the y axis in this problem. The the Electric field at point s(0,10,0) is 238.98N/C. If we move point s to s′(0,12,0) then  E(s′) is 203.2N/C

a) Calculate the magnitude of torque and potential energy of a dipole at point s′. The dipole moment is given by p=(9x+8y)C.m

 

 

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