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colonel
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Suppose there is a positively charged wire inside a negatively charged cylinder. What would be the net external electric field? Would I first need to combine the charges, or can I just combine the separate fields?
You would draw a Gausian cylinder around the charged cylinder and determine the enclosed charge. Then you would apply Gauss' law to determine the flux through that surface:colonel said:Suppose there is a positively charged wire inside a negatively charged cylinder. What would be the net external electric field? Would I first need to combine the charges, or can I just combine the separate fields?
The net external electric field is calculated by taking the vector sum of the individual electric fields produced by the positive and negative charges. The direction of the net external electric field is determined by the direction of the individual electric fields.
The net external electric field decreases as the distance from the charges increases. This is because the electric field strength is inversely proportional to the square of the distance between the charges.
Yes, the net external electric field can be zero if the positive and negative charges are equal in magnitude and are positioned at equal distances from the observation point. This is known as a neutral point.
A dielectric material, such as an insulator, can reduce the strength of the net external electric field by decreasing the electric field strength between the positive and negative charges.
If the number of positive and negative charges is not equal, the net external electric field will still exist but will be in the direction of the larger charge. The strength of the field will depend on the magnitude and distance of the charges.