5. The plates of a flat capacitor are charged with a surface density a of = 200 NC/m2, the space between the plates is filled with two layers of dielectricewith E) a relative permittivity of = 3 and= 5. In each of the areas, define the vectors P, D, and show their directions in the figure. Find the luxes of the vectors P, D, and E through a cylinder with a base areaS = 10 cm", and also find the density of the surface bound charge at the interface of two dielectrics, %3D 52 Totask 2.5

5. The plates of a flat capacitor are charged with a surface density a of = 200 NC/m2, the space between the plates is filled with two layers of dielectricewith E) a relative permittivity of = 3 and= 5. In each of the areas, define the vectors P, D, and show their directions in the figure. Find the luxes of the vectors P, D, and E through a cylinder with a base areaS = 10 cm", and also find the density of the surface bound charge at the interface of two dielectrics, %3D 52 Totask 2.5

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

The capacitor is charged to a field of 1.50 × 104 N/C and has plate separation of 5.00 cm. The plates each have length 1.00 m. An electron and a proton are each projected upward from the position shown with speed 3.00 × 106 m/s. a) Sketch the path followed by each charge. b) Where does each charge strike the capacitor? c) What is the speed of each charge when it strikes?
4) (a)Using the Gauss law find the electric field of an infinite conductor plane with charge density o. (b)Using the result in part (a) calculate the capacitance of a capacitor made of two conducting plane of 2 m2 area and with charge density o = 9.6 C/m² and these conducting planes are separated with a distance 0.1 mm and there is Aluminium oxide as the dielectric between two plates. IF NEEDED *Take gravitational constant g=10 m/s.
The electrostatic energy of a spherical capacitor with an internal radius of 10 cm and an external radius of 20 cm, charged with 10 nC, is equal to?
this electric field. : Plates of a flat capacitor with an area A = 100 cm2, the distance between which is 3 cm, are charged with a charge of 1 µC. The space between the plates is filled with blood (dielectric constant k = 85). Find the voltage on the capacitor.
A long cylinder of radius R is made of the dielectric material with Er=4. a) What is the permittivity of the material, in F/m? b) What is the electric displacement inside the cylinder?
Needs Complete typed solution with 100 % accuracy.
Find the capacitance ( in units of pF) of a parallel plate capacitor that is made of two parallel plates that have each an area of 7.6 ×10-4 m² and separated by 6.8 mm sheet of Mylar ( K=3.2). use ɛo = 8.8542x10-12 E:m-1. Select one: A. 3.75 B. 3.17 C. 2.14 D. 1.58 E. 2.58
Say the uniform electric field between two parallel infinite sheet in given by E⃗=18N/C î. and we place an electron in that field. If the difference between the plates are d=10m then, a) Find the potential difference b) Find the potential energy difference
View Policies Current Attempt in Progress A capacitor is constructed of two concentric conducting cylindrical shells. The radius of the inner cylindrical shell is 2.35 x 103 m, and that of the outer shell is 2.47 x 10 m. When the cylinders carry equal and opposite charges of magnitude 2.0 x 10 10 C, the electric field between the plates has an average magnitude of 3.9 x 10 V/m and is directed radially outward from the inner shell to the outer shell. Determine (a) the magnitude of the potential difference between the cylindrical shells and (b) the capacitance of this capacitor. +] Cylindrical capacitor (end view)
Two long thin concentric conducting cylinders of radii R and 2R carry equal and opposite charges. The charge per unit area of the inner cylinder is o and that of the outer cylindrical shell is -o'. Using Gauss's law, find a) Electric field for r 2R in terms of the known quantities.. b) The potential difference between R and 2R. c) The capacitance per unit length of the cylinders. d) If the space between the cylinders is filled with a dielectric material of dielectric constant k, what will be the capacitance per unit length of the cylinders and the potential difference between R and 2R with the dielectric? 3. 2R
When a battery is connected across an empty capacitor, the charge on its plates is Q0 (fig. a). If a dielectric of dielectric constant ?κ is inserted between the plates while the battery remains in place (fig. b), what is the expression for the induced charge on the dielectric surface in terms of the original plate charge Q0?
c-e