How to Determine Electric Field Strength in a Thunderstorm?

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Homework Help Overview

The discussion revolves around determining the electric field strength in a thunderstorm scenario involving multiple localized charges at varying altitudes. The problem is situated within the context of electrostatics and electric fields.

Discussion Character

  • Exploratory, Conceptual clarification, Mathematical reasoning

Approaches and Questions Raised

  • The original poster attempts to understand how to calculate the electric field strength at a specific height by considering the contributions from multiple charges. Some participants question the directions of the electric fields generated by these charges and how to properly account for them in calculations.

Discussion Status

Participants are exploring the problem with some guidance provided regarding the steps to take. There is an acknowledgment of the need to clarify the directions of the electric fields, and some participants are actively engaging with the concepts involved.

Contextual Notes

The original poster expresses a desire for step-by-step assistance, indicating a potential constraint in their understanding of the underlying principles. There is also a focus on the implications of charge polarity in determining electric field directions.

Ryo124
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A theoretical model of a thunderstorm cloud has a localized positive charge P = 40.0 C at 10 km altitude, a localized negative charge N = -40.0 C at 5 km altitude, and a localized positive charge p = 5.0 C at 2 km altitude.

The three charges are assumed to have equal horizontal coordinates. Determine the electric field strength at the same horizontal coordinates and height 6.8 km.


I know that I am supposed to calculate the individual forces but I really need someone to "walk" me through this problem step-by-step please.
 
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I can't walk you through because that will give you the answer, but I will give you the steps. You should use the eqn E = kq/r^2

1) You want the E field at 6.8km, so put your origin there
2) What the Efield contribution from the 10km charge? How will you find the distance between from the origin at 6.8km (or 0 in your new system) and the one at 10km (or what in your new system)? Don't think too hard, it's merely those translation guys that you cover in high school. What direction is it in?
3) From the 5km charge? Direction?
4) How about the 2km one?
5) What does superposition say you can do?
6) Did you get the answer? Does it make sense?
 
Having trouble with the directions of the E-fields. Is the hypothetical "point charge" a positive or negative value?

So, you calculate the separate Efields acting on 6.8km and add directions? I just am having trouble with the directions.
 
The point charge is positive. So the 10km should give you a direction down, or -j if you use vector notation. What do you have for that one?
 
Got it. Thanks.
 

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