You have two neutral metal spheres on wood stands. Devise a procedure for charging the spheres so that they will have like charges of exactly equal magnitude. Use charge diagrams to explain your procedure.

Short Answer

Expert verified

Charge a neutral sphere with a charge rod then bring another neutral sphere and touch the charged sphere to get the same charge and magnitude on both of them.

Step by step solution

01

Content Introduction

On top of an insulating stand, a neutral conducting sphere is at rest. A negatively charged tube is brought close to the neutral sphere (without touching it). The electrons are forced to travel from the left to the right side of the sphere by the presence of the negatively charged tube.

02

Content Explanation

Charges may be transferred from a charged to a neutral object. As a result, we proceed to the next stages in order to obtain two sphere-like charges of equal magnitude.

  1. To begin, we connect a charged rod to a neutral sphere.
  2. The charge transfer between the rod and the sphere will charge the sphere.
  3. After then, bring another neutral sphere with the same size and form as the charged one and make contact with it. Charges will be transferred to a neutral sphere.
  4. The charge and magnitude of the green neutral sphere will be the same as the blue sphere. Then immediately separate both spheres to ensure that they have the same charge and magnitude.

We can look at the following picture:

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Most popular questions from this chapter

A Van de Graaff generator is a device that accumulates electrons on a large metal sphere until the large amount of charge causes sparks. As you’ll learn in Chapter 23, the electric field of a charged sphere is exactly the same as if the charge were a point charge at the center of the sphere. Suppose that a 25cmdiameter sphere has accumulated 1.0×1013extra electrons and that a small ball 50 cm from the edge of the sphere feels the force F=9.2×104N, away from sphere). What is the charge on the ball?

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  1. The average distance between ionizing collisions is 2.0μm. (The electron’s mean free path is less than this, but most collisions are elastic collisions in which the electron bounces with no loss of energy.) What acceleration must an electron have to gain of kinetic energy in this distance?
  2. What force must act on an electron to give it the acceleration found in part a?
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