5. Consider the dipole shown below. What is the electric potential, V, at point P in...
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...
An electric field can induce an electric dipole in a neutral molecule (or atom) by pushing the positive and negative charges inside the molecule in opposite directions. The dipole moment of the induced dipole is directly proportional to the electric field at the molecule. That is, p⃗ =αE⃗ , where p⃗ is the induced dipole moment, α is called the polarizability of the molecule, and E⃗ is the electric field at the molecule. A stronger electric field at the molecule results in a...
Three charges are located in the space as shown in Figure 1. Find the electric potential at the point P. Find the dipole moment of this system, Find the potential at point P due to the dipole moment, Compare your answers of part (a) and (b), what is the percentage error by using the potential due to the dipole moment alone to approximate the exact solution given in part (a) ?
2. Spherical Dipole - The surface charge density on a sphere of radius R is constant, +0, on the entire northern hemisphere, and-oo on the entire southern hemisphere. There are no other charges present inside or outside the sphere. (a) (4 pts) Compute the dipole moment of that sphere (with the +z-axis up through the pole of the positive, +Oo, hemisphere). Use the definition of a dipole moment, p-Jr, (7)dr', which in this case becomes p:-:J20(7)dA. Write your final answer...
An electric dipole consists of a negative charge- located at (0,-) and a positive charge +q located at (0, +3). The dipole moment p is defined as a vector of magnitude qs directed from the negative charge of the dipole to the positive charge of the dipole. (a) Show that the net force exerted by the dipole on a charge +Q located on the r-axis at a distance r from the dipole is given by: s 2 -3/2 F- r"...
Question 1: Find the potential of an electric dipole at a point P some radius away by superposing the point charge potentials of the two charges. A diagram of the setup is shown below: +q -q Question 2: I'd like to use the answer to Question 1 to find the capacitance between two spheres of opposite charge distance d apart, with some fixed radii R, but I won't necessarily get the right answer, write why not. Estimate the required relationship...
Question 1: Find the potential of an electric dipole at a point P some radius away by superposing the point charge potentials of the two charges. A diagram of the setup is shown below: +q -q Question 2: I'd like to use the answer to Question 1 to find the capacitance between two spheres of opposite charge distance d apart, with some fixed radii R, but I won't necessarily get the right answer, write why not. Estimate the required relationship...
A charge Q, located at the origin, produces an electric potential V = kQ/r at point r. Which of the following statements concerning V is incorrect? Question 10 options: 1) The plane x = 5 is an equal-potential surface. 2) V is positive if Q is positive. 3) The spherical surface r = 5 is an equal-potential surface. 4) V is negative if Q is negative.
The electric potential at point A is + 940 V and the electric potential at point B is + 490 V . A positive point charge q = 7.75 mC (millicoulombs) moves from point A to point B. The only force on the charge is the electric force. Part A - If the kinetic energy of q is 7.50 J when it is at point A, what is its kinetic energy when it is at point B? 3.49 J 4.01...
Please draw pictures! 33. . (II) Calculate the electric potential due to a dipole whose dipole moment is 4.2 × 10-30 C . m at a point 2.4 x 10m away if this point is (a) along the axis of the dipole nearer the positive charge: (b) 45° above the axis but nearer the positive charge; (c) 45° above the axis but nearer the negative charge.