emanaly
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If we have a potential with two fields psi and phi with a phase Exp(itheta) , how can we get rid of the field in order for the potential to be real?
The discussion revolves around a potential in quantum field theory represented by two fields, psi and phi, combined with a phase factor, Exp(itheta). The original poster seeks to understand how to eliminate the imaginary component of this potential to make it real.
The discussion is ongoing, with participants seeking further clarification and context from the original poster. Some guidance has been offered regarding the need for more information to address the question effectively.
There is an emphasis on the need for additional context about the course and textbook, as well as examples that could help frame the question more clearly. The original poster has reiterated their question but has not provided the requested details.
berkeman said:Your question is not really clear. The notation [tex]e^{i \theta}[/tex] represents a field that is oscillating at some frequency and has a phase offset from some reference phase. What do you mean to make the potential "real"? You want to make it DC instead of AC?
emanaly said:Sorry , may be I was not clear enough, but I mean by the potential, the one which appear in quantum field theory

emanaly said:Sorry , may be I was not clear enough, but I mean by the potential, the one which appear in quantum field theory
berkeman said:I had someone who does understand QFT look at your question, and he doesn't understand what you are asking. Could you please provide more of a context for the question, and more details about the question?
emanaly said:Thank you for your effort bereman
The potential is as follow:V=Psi Phi Exp(itheta) in order for the potential to be real, we should get rid of the imaginery part , how can we do that?
Thanks again