iMuse97
Senior Member
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Thank you.
I agree that the abstract does not specifically say that (i.e. you MUST) but he does model it as a 2-phase system (his term for a system with 2 line conductors) in the same manner that he models 2-phase primary systems in his book. He clearly has no problem with calling the center-tap secondary a 2 phase system with a 180 degree phase difference. He readily calls a system with two primary conductors and a neutral a two phase system.Again I do not see this position in the Abstract. I see the abstract as simply saying that the methodology for studying a 2-wire (line-ground) primary cannot be used on a 3-wire (2 lines to ground) secondary.
I'm not really looking into re-hashing old ground but:The problem I see is there is already another system that is called two phase.
The 90-degree case should have been called a four-phase system.
So we can debate the merits of changing it to "single phase"? To right past wrongs? To recognize the nature of the system (per the quoted abstract)?Can anyone give a short explanation why the industry would be better off if we suddenly called 'single phase' 'two phase'?
As I have said in the past, it is OK to think of a 120/240 system as having 2 phases,
Actually, following that logic, then the 120/240 system would classify as 2-phase.The 90-degree case should have been called a four-phase system. From IEEE:
Hey! I never said I gave you permission to think! That's a completely different objective. :grin:Thanks for your permission to think how we want.:grin::grin::grin::grin:
I like "box of rocks"
Hey! I never said I gave you permission to think! That's a completely different objective. :grin:
What about the 3-wire network (120/208)?All other polyphase systems exhibit their polyphase characteristics regardless what reference point is chosen. That is, it doesn't matter which node in the system you choose as a reference (i.e. grounded node), angular/time relationships will still exist for all phase relationships.
Exactly, with the polyphase being defined as a n-phase system when there is a 360/n displacement. I believe Blackburn and Wagner/Evans (I would have to be check to be sure but I think it was those two resources) noted that very thing.Actually, following that logic, then the 120/240 system would classify as 2-phase.
(my emphasis).This paper will describe the modeling and analysis of the single-phase center-tapped transformer
What about it? That is a polyphase system, and it exhibits this characteristic regardless where the reference point is.What about the 3-wire network (120/208)?
The problem I see is there is already another system that is called two phase.
[FONT=Verdana, Arial, Helvetica]2 Phase Power Systems
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I wasn't real clear on precisely what you meant. I guess you meant by "this characteristic" you mean a non-zero or non 180 degree displacement, or the fact that you can't directly derive a 3-phase system from a 120/240 volt system?What about it? That is a polyphase system, and it exhibits this characteristic regardless where the reference point is.
I assume you might be implying that some people consider that to be a single-phase system, correct? For the same reasons that I do not consider the 120/240 to be a 2-phase system, I also do not consider the 120/208 to be a single phase system. This would be a 2-phase system (but not "the" 2-phase system).