Angle of electric field line heading to infinity

In summary, the conversation discusses the location of charges 2q and -q on the x-axis and finding the point where the electric field is zero. It also mentions the behavior of field lines starting from the 2q charge and heading towards the -q charge or infinity. The equation E = 1/(4*pi*e0) q^2/r^2 is also mentioned. The solution for part (a) is x = a(2 + sqrt(2)) and for part (b), the angle at which field lines leave the 2q charge is being discussed. The person is seeking guidance on how to approach this problem.
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Homework Statement


Charges 2q and -q are located on the x-axis at x=0 and x=a respectively.

(a) Find the point on the x-axis where the electric field is zero, and make a rough sketch of some field lines.

(b) You should find that some of the field lines that start on the 2q charge end up on the -q charge, while others head off to infinity. Consider the field lines that form the cutoff between these two cases. At what angle (with respect to the x axis) do these lines leave the 2q charge?

Homework Equations


E = 1/(4*pi*e0) q^2/r^2

The Attempt at a Solution



I found the solution for part (a) to be x = a(2 + sqrt(2)), but part (b) has me stumped and I'm not really sure how to approach it. Any pointers in the right direction would be greatly appreciated.
 
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Related to Angle of electric field line heading to infinity

1. What is the angle of an electric field line heading to infinity?

The angle of an electric field line heading to infinity is never a specific value, as it depends on the distribution of charges in the system. However, in general, the angle tends to approach 0 degrees as the distance from the charges increases.

2. How does the angle of an electric field line heading to infinity relate to the strength of the electric field?

The angle of an electric field line heading to infinity is inversely proportional to the strength of the electric field. This means that as the angle gets closer to 0 degrees, the strength of the electric field at that point becomes stronger.

3. Can the angle of an electric field line heading to infinity ever be negative?

No, the angle of an electric field line heading to infinity is always positive. This is because electric field lines always point away from positive charges and towards negative charges, and infinity is considered to be an infinitely far distance from any charge.

4. How does the angle of an electric field line heading to infinity change with increasing distance from the charges?

As the distance from the charges increases, the angle of an electric field line heading to infinity tends to approach 0 degrees. This is because the electric field becomes weaker as you move further away from the charges, causing the field lines to become more parallel to each other.

5. What is the significance of the angle of an electric field line heading to infinity?

The angle of an electric field line heading to infinity is important because it can give us information about the strength and direction of the electric field at different points in space. It also helps us visualize the electric field and its behavior in a given system.

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