Find the charge distribution pattern.

In summary, the problem given involves finding the E-field of a distribution of charges, with the charges being -e and positive e separated by a distance d. The second terms involve two units of charge e forming a system of three point charges -e, 2e, and e, all separated by a distance d. The pattern for the next terms involves changing the sign of the charge and moving by one unit length. The relevant equation for this problem is E=q(1)q(2)/d^2. However, the exact pattern for setting up the third charge distribution is unclear.
  • #1
Aesteus
18
0

Homework Statement


1st terms = -e and positive e separated by d.
2nd terms = Two units of charge e form a system of 3 point charges -e, 2e, and e (all d apart).

The next terms are formed by changing the sign of the charge and then moving by one unit length.

Homework Equations



E=q(1)q(2)/d^2

The Attempt at a Solution



The actual problem is finding the E-field of the distribution of charges. However, I can't get past the wording of how it's telling me to set up the 3rd charge distribution. What exactly is the pattern here?
 
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  • #2
Aesteus said:

Homework Statement





1st terms = -e and positive e separated by d.
2nd terms = Two units of charge e form a system of 3 point charges -e, 2e, and e (all d apart).

The next terms are formed by changing the sign of the charge and then moving by one unit length.

Homework Equations



E=q(1)q(2)/d^2

The Attempt at a Solution



The actual problem is finding the E-field of the distribution of charges. However, I can't get past the wording of how it's telling me to set up the 3rd charge distribution. What exactly is the pattern here?
Please give the complete problem, word for word.
 

1. What is a charge distribution pattern?

A charge distribution pattern refers to the arrangement or distribution of electric charges within a given system or object. It describes the relative positions and magnitudes of positive and negative charges within the system.

2. How is a charge distribution pattern determined?

A charge distribution pattern can be determined using Coulomb's law, which states that the electric force between two charges is directly proportional to the product of the charges and inversely proportional to the square of the distance between them. This law allows for the calculation of electric fields and the resulting charge distribution.

3. What factors affect the charge distribution pattern?

The main factors that affect the charge distribution pattern are the number and magnitude of charges present, the distance between charges, and the presence of any conductive or insulating materials in the system. External influences such as electric fields and currents can also affect the distribution of charges.

4. How does the charge distribution pattern impact the behavior of a system?

The charge distribution pattern directly affects the electric field within a system, which in turn influences the movement and behavior of charges within the system. The strength and direction of the electric field determine the forces acting on charges, and therefore play a crucial role in determining the overall behavior of the system.

5. Can the charge distribution pattern change over time?

Yes, the charge distribution pattern can change over time. This can occur due to the movement of charges within the system, as well as external factors such as changes in temperature or the presence of other electric fields. These changes can lead to a redistribution of charges and a different charge distribution pattern.

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