Consider the (infinite) midplane between two charges of equal magnitude and opposite signs. If th...
Consider the (infinite) midplane between two charges of equal magnitude and opposite signs. If the charges are +q and -q, what is the electric flux through this midplane?
**********Assume that the room is 10 meters long and that the charge is in the middle of the room. You must be quantitative. Use your favorite plotting software to plot the flux. Axes must be properly labeled with units and the graph should have a clear title***********(need help with the graphing part. How should the graph look and what are my dependent vs independent variables with the charge being in the middle of the room?)
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Consider the (infinite) midplane between two charges of equal magnitude and opposite signs. If th...
Consider the (infinite) midplane between two charges of equal magnitude and opposite signs. If the charges...
Consider the (infinite) midplane between two charges of equal magnitude and opposite signs. If the charges are +q and -q, what is the electric flux through this midplane? I know the fields would cancel due to the opposite signs on (q), but the question below was added to this, can someone direct me on how to graph this problem using the parameters given by the part below? ****Assume that the room is 10 meters long and that the charge is...
11. (a) Consider two metal plates with equal but opposite charges +Qand - as in Fig....
11. (a) Consider two metal plates with equal but opposite charges +Qand - as in Fig. 11(a), separated by a distance d. Sketch the charge distribution within the positively-charged plate. Note that the plate should have finite thickness in your diagram. (2 marks) ii. What is the magnitude of the electric field inside a conductor? Explain briefly your answer. (2 marks) iii. By constructing a suitable Gaussian surface, and use the answers in (i) and (ii), show that the potential...
2. Dipole-dipole force The charge distribution where two equal but opposite charges are separated by a...
2. Dipole-dipole force The charge distribution where two equal but opposite charges are separated by a fixed distance a dipole and is very common and important in nature. Consider two dipoles, each consisting of charges ±q separated by a distance δ. The axes of two dipoles are parallel and their midpoints are separated by a distance r. One is inverted compared to the other. See the figure tq +9 (a) Calculate the force exerted on each dipole by the other...
Electric Fields Equipment and Setup: Mathematica file- ElectricFields.nb Section A: Electric Fields Due to Two Charges...
Electric Fields Equipment and Setup: Mathematica file- ElectricFields.nb Section A: Electric Fields Due to Two Charges Computer Setup for Section A 1. The first interactive panel shows electric fields due to two point charges, Qat (-1 m,0) and Q, at (1 m,0). The controls for this panel are at the top on the left 2. The top line has two checkboxes: one to Show Axes and the other to Show Field Lines. The top line also has a slider labeled...
ADVANCE STUDY ASSIGNMENT: COULOMB'S LAW PURPOSE of tl of this exercise is to become familiar with...
ADVANCE STUDY ASSIGNMENT: COULOMB'S LAW PURPOSE of tl of this exercise is to become familiar with the force between electric point charges which is descrbed by Coulomb's law. In particular, we will investigate the force's inverse-square dependence on separation distance between charges. DISCUSSION A basic characteristic of electric charge is that charges exert forces on each other, like charges positive-positive and negative-negative) repel each other while opposite charges (positive- and constitute a Newton's third-law pair; that is, they are equal...
Consider a cylindrical capacitor like that shown in Fig. 24.6. Let d = rb − ra...
Consider a cylindrical capacitor like that shown in Fig. 24.6. Let d = rb − ra be the spacing between the inner and outer conductors. (a) Let the radii of the two conductors be only slightly different, so that d << ra. Show that the result derived in Example 24.4 (Section 24.1) for the capacitance of a cylindrical capacitor then reduces to Eq. (24.2), the equation for the capacitance of a parallel-plate capacitor, with A being the surface area of...
11. (a) Consider two metal plates with equal but opposite charges +Qand - as in Fig. 11(a), separated by a distance d. Sketch the charge distribution within the positively-charged plate. Note that the plate should have finite thickness in your diagram. (2 marks) ii. What is the magnitude of the electric field inside a conductor? Explain briefly your answer. (2 marks) iii. By constructing a suitable Gaussian surface, and use the answers in (i) and (ii), show that the potential...
2. Dipole-dipole force The charge distribution where two equal but opposite charges are separated by a fixed distance a dipole and is very common and important in nature. Consider two dipoles, each consisting of charges ±q separated by a distance δ. The axes of two dipoles are parallel and their midpoints are separated by a distance r. One is inverted compared to the other. See the figure tq +9 (a) Calculate the force exerted on each dipole by the other...
Electric Fields Equipment and Setup: Mathematica file- ElectricFields.nb Section A: Electric Fields Due to Two Charges Computer Setup for Section A 1. The first interactive panel shows electric fields due to two point charges, Qat (-1 m,0) and Q, at (1 m,0). The controls for this panel are at the top on the left 2. The top line has two checkboxes: one to Show Axes and the other to Show Field Lines. The top line also has a slider labeled...
ADVANCE STUDY ASSIGNMENT: COULOMB'S LAW PURPOSE of tl of this exercise is to become familiar with the force between electric point charges which is descrbed by Coulomb's law. In particular, we will investigate the force's inverse-square dependence on separation distance between charges. DISCUSSION A basic characteristic of electric charge is that charges exert forces on each other, like charges positive-positive and negative-negative) repel each other while opposite charges (positive- and constitute a Newton's third-law pair; that is, they are equal...
Consider a cylindrical capacitor like that shown in Fig. 24.6. Let d = rb − ra be the spacing between the inner and outer conductors. (a) Let the radii of the two conductors be only slightly different, so that d << ra. Show that the result derived in Example 24.4 (Section 24.1) for the capacitance of a cylindrical capacitor then reduces to Eq. (24.2), the equation for the capacitance of a parallel-plate capacitor, with A being the surface area of...
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