4.6 The Energy to Assemble a Point Dipole Show that dW = −E(r) · dp is...
A point dipole p = p ez is at the origin. At point P1 = (x1,0,0) there is a point charge e. What is the force on this charge due to the field of the dipole? What is the force on the dipole? How much work is required to take the charge from P1 to infinity if the dipole remains fixed at the origin? How much work is required to take the dipole from the origin to infinity if the...
Physics 2: Dipole Moment and Electric Potential Having a hard time with some of these questions. Help would be greatly appreciated. If you could put in all equations used and show your work it would be greatly appreciated. I want to compare the answers I got. You will be rewarded! Thanks :-) A long cylindrical conductor shell has a uniform positive charge distribution per unit length, +2 lambda and with inner radius r and the outer radius 2r.A long wire...
Show that the dipole matches with the electric field expressed in ecuation (1) in terms of the dipolar moment p, when p=qd. In Figure 1 there is dipole where the electric field is determined in point P, with a distance z of the center of the dipole; the magnitud of the charge is q. E = 21, 23 + + Centro del dipolo A -9 Figura 1
Chapter 22, Problem 058 A certain electric dipole is placed in a uniform electric field E of magnitude 23 N/C. The figure gives the potential energy U of the dipole versus the angle between E and the dipole moment p. What is the magnitude of p? 100 ( 82-01) Number Units the tolerance is +/-2% Click if you would like to Show Work for this question: Open Show Work
Find the energy of a uniformly charged solid sphere in the following way: Assemble it like a snowball, layer by layer, each time bringing in an infinitesimal charge dg from far away and smearing it uniformly over the surface, thereby increasing the radius How much work dW does it take to build up the radius by an amount dr? Integrate this to find the work necessary to create the entire sphere of radius R and total charge q.
5. The force on a dipole m in a magnetic field is given by F-E(, B). Show that the energy of a magnetic dipole in a magnetic field is U m B. Hint: Assume that the magnetic field is zero at infinity and imagine bringing the dipole from infinity to a point in the field.
Chapter 22, Problem 083 An electric dipole with dipole moment P (3.221 +4.25) 1.33 X 100 Cm) is in an electric field E (4015 N/ci. (a) What is the potential energy of the electric dipole? (b) What is the magnitude of torque acting on it? (c) If an external agent turns the dipole until its electric dipole moment is P. (-4.251 +3.22/(1.33 X 10-90cm), how much work is done by the agent? Units (a) Number (b) Number (c) Number Units...
please only answer 6 5. A point dipole p-pe is at the origin. A point charge e is located at P2 - (x2, y2, z2). How much work is required to move the charge? What is the force one when it is at P2? 6. The dipole p = (pi, P2, P3) is located at the origin. What is the potential in spherical coordinates? What is the electric field in spherical coordinates?
"question 2 from pset 2" 4. Place an electric dipole in the electric field you found in problem 9 on PSET 2, such that the dipole moment points along the positive x-axis. In a figure, show the direction of the electric field, the dipole moment and the torque exerted by this field on the dipole. Determine the torque on the dipole due to the external electric field, and the work that the electric field does to rotate the dipole into...
Chapter 19 - Electric Potential and Electric Potential Energy 3. Two point charges are of - 7 uC and - 4 uC are held at the corners of a rectangle as shown is The lengths of the sides of rectangle are 0.015 m and 0.05 m. Assume that the electric potential is defined to be zero at infinity. 3a. Determine the electric potential at point A. A) + 6.0 x 104 v B) - 1.14 x 106 V +7 uc...