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Review a quadrupol system of electric charge. The position of each of these quadrupol charges be +Q di (a,0,0), +Q di (0, a, 0), -Q di (-a, 0,0),and -Q di (0, -a, 0) Here we are will review the quadrupol at point P(x, y, z) away from the coordinate center of 0(0,0,0), So that binomial expansion can be done. Here the distance of point P to O is r >> a where = x² + y² + z² 1) Determine the simple shape of the system's V(*) electric potential at point P! 2) Also specify the electric field vector (7) at that point! Then, here we will review the effects of the electric field on a dipole electricity. The position of each of these dipole charges is +q di (1, b, 0) and -q di (1-b, 0) Here, just assume the dipole is at point P and also take the approach I >> a, b.

Review a quadrupol system of electric charge. The position of each of these quadrupol charges be +Q di (a,0,0), +Q di (0, a, 0), -Q di (-a, 0,0),and -Q di (0, -a, 0) Here we are will review the quadrupol at point P(x, y, z) away from the coordinate center of 0(0,0,0), So that binomial expansion can be done. Here the distance of point P to O is r >> a where = x² + y² + z² 1) Determine the simple shape of the system's V(*) electric potential at point P! 2) Also specify the electric field vector (7) at that point! Then, here we will review the effects of the electric field on a dipole electricity. The position of each of these dipole charges is +q di (1, b, 0) and -q di (1-b, 0) Here, just assume the dipole is at point P and also take the approach I >> a, b.

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Review a quadrupol system of electric charge. The position of each of these quadrupol charges be +Q di (a, 0,0), +Q di (0, a, 0), –Q di (-a,0,0),and -Q di (0, -a, 0) Here we are will review the guadrupol at point P(x, y, z) away from the coordinate center of O(0,0,0), So that binomial expansion can be done. Here the distance of point P to O is r» a where r = /x2 + y² + z? 1) Determine the simple shape of the system's V(F) electric potential at point P! 2) Also specify the electric field vector E(F) at that point! Then, here we will review the effects of the electric field on a dipole electricity. The position of each of these dipole charges is +q di (1, b, 0) and -q di (1 – b, 0) Here, just assume the dipole is at point P and also take the approach I» a, b. 3) Define force perceived by each charge due to electric field from quadrupol! 4) Also determine the total moment of force t on the dipole system reviewed relative to point (I, 0,0)!
Transcribed Image Text:Review a quadrupol system of electric charge. The position of each of these quadrupol charges be +Q di (a, 0,0), +Q di (0, a, 0), –Q di (-a,0,0),and -Q di (0, -a, 0) Here we are will review the guadrupol at point P(x, y, z) away from the coordinate center of O(0,0,0), So that binomial expansion can be done. Here the distance of point P to O is r» a where r = /x2 + y² + z? 1) Determine the simple shape of the system's V(F) electric potential at point P! 2) Also specify the electric field vector E(F) at that point! Then, here we will review the effects of the electric field on a dipole electricity. The position of each of these dipole charges is +q di (1, b, 0) and -q di (1 – b, 0) Here, just assume the dipole is at point P and also take the approach I» a, b. 3) Define force perceived by each charge due to electric field from quadrupol! 4) Also determine the total moment of force t on the dipole system reviewed relative to point (I, 0,0)!
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