a) Assuming an infinite plate capacitor model, determine the force on an electron between the plates. b) Find the change in potential energy of a negatively charged object of -2 nC as it moves from the -3 V plate to the -12 V plate. What kind of system is this? Why? c) Find the voltage and potential energy of this object when its 1 cm away from the -12 V plate. Note voltage should take into account one of the voltages of the plates. d) Now let's assume V(x) = -13 + e57.6x (V) from the -12 V plate to -3 V plate. Sketch this function and compute and sketch the corresponding Electric Field. Hint: Use values at 0, 1 cm, 2 cm, 3 cm and 4 cm to get an idea of the exponential function shape.

a) Assuming an infinite plate capacitor model, determine the force on an electron between the plates. b) Find the change in potential energy of a negatively charged object of -2 nC as it moves from the -3 V plate to the -12 V plate. What kind of system is this? Why? c) Find the voltage and potential energy of this object when its 1 cm away from the -12 V plate. Note voltage should take into account one of the voltages of the plates. d) Now let's assume V(x) = -13 + e57.6x (V) from the -12 V plate to -3 V plate. Sketch this function and compute and sketch the corresponding Electric Field. Hint: Use values at 0, 1 cm, 2 cm, 3 cm and 4 cm to get an idea of the exponential function shape.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

See similar textbooks

Similar questions

Apply the single charge particle model to “Non-uniform E field” case. Interchange the direction of B and E. Obtain the new drift, its magnitude, determine its direction; explain its result as well. This question is of plasma theory
A small spherical charge distribution that has a charge of 4 uC and radius of 1 mm is located at the origin. Point A is at x = 2 m and B is at x = -3 m. Determine the voltage difference VB - VA
The potential at point A is 500 V. A positively charged particle was released from point A while at rest. The speed of this load when it reaches point B is 2vB. This positively charged particle moves freely from point B to point C, which has a potential of 800 V while at rest. Find the potential created by this particle, whose velocity is 3vB when it reaches point C, at point B.
السؤال Coulomb stated that the force between two very small objects separated in a vacuum or free space by a distance, which is large compared to their size, is proportional to the charge on each and inversely proportional to the square of the distance between them. الاجابات True False
A sphere has radius of R. The sphere also has a uniform charge of 4Q. There is a point charge of -Q at sphere's center. Derive an equation for E at points where the radius is less then R.
Permittivity characterizes the tendency of the Atomic Charge in an insulating material to distort in the presence of an Electric Field. Select one: True False
On a square wireframe with side length a in empty space, there is a linear charge density ρl. Calculate a·ρl numerically by finding a solution for the values of a and ρl required for the potential at the center of this square frame to be V = 0 [Volt].
Two 1.20 m non-conductive wires form a right angle. A segment has +2.50 µC of charge, distributed evenly along its length; while the other segment has -2.50 µC of charge, distributed uniformly along its length, as illustrated in the ﬁgure. Find the magnitude and direction of the electric field produced by these wires at point P, which is 60.0 cm from each wire.
A superconducting wire of radius 1.2 mm carries current uniformly distributed through its cross section.If the total current carried by the wire is 5000 A, determine the magnetic energy per unit length of the wire.
Since there is a charge density of 100 nc / m on the 2 m radius quadrant in the second region, the differential charge taken from a random point and the corresponding ground vector have been correctly defined. Define additionally the location (R) of the point whose potential is desired to be found and the amount of differential change dV in the voltage that will occur due to the differential load you selected.
Consider a conductor plate carrying a current I as shown in the figure. Current flows in the negative direction. It is also known that a conductor has a charge-carrying density of n with 1 particle carrying a charge q . This conductor plate is then placed on the a region with an external magnetic B field in the z direction . Determine the potential difference across the conductors! State the answer in terms of B, n, q, I, B, and d! (Assume positive charge carrier) *This potential, which is often referred to as the Hall potential V_H, is commonly measured in experiments to determine the properties of a material. However, there are other quantities that are also measured namely the Hall coefficient R_H. In ordinary metals, the relationship between R_H and V_H is as following (equation in figure)
The density seen in the figure is 4pi Coulomb charge uniformly (evenly everywhere) distributed along the surface of the 2m radius disc. According to this, 1. Find the charge density on the disc surface. 2. Find the electric field that will occur at the point 2m above the axis of the charge.