Shohel chowdhury
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Electric field of opposite charges, cancel out each other, is it right?
The discussion confirms that the electric fields of opposite charges can cancel each other out under specific conditions. When charges are close together, their electric fields interact, and the resultant field can be zero at a certain point between them. However, at larger distances, the net electric field approaches zero due to the cancellation of the fields from the charges. It is essential to note that the electric field between the charges is not zero and is influenced by their vectorial summation.
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Don't know which level is really this question.Shohel chowdhury said:Electric field of opposite charges, cancel out each other, is it right?
If you mean like with a non-ionized atom, then yes, the external E-field a ways away from the atom is zero, since the net charge of the electrons and protons cancels out.Shohel chowdhury said:Electric field of opposite charges, cancel out each other, is it right?
Very nice picture. But the OP referred to opposite charges.berkeman said:If you mean like with a non-ionized atom, then yes, the external E-field a ways away from the atom is zero, since the net charge of the electrons and protons cancels out.
But if you mean when the two charges are separated by some distance on the order of your measuring distance, then the E-fields are summed vectorially (magnitude and direction). The E-field exactly in the middle between two like charges is zero, but you can see that the E-field in general from two charged particles is pretty complicated around them...
https://i.stack.imgur.com/pNHut.jpg
View attachment 240659
Oops, thanks!lightarrow said:Very nice picture. But the OP referred to opposite charges.
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lightarrow