240v debate....

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pfalcon

Senior Member
Location
Indiana
It might, depending on the analysis method used.

Are you saying your choice of voltage directions for your analysis are the only real voltage directions and that all others then become math tricks?

120<0 + 120<0 = 240<0
or
120<0 - 120<180 = 240<0
or
120<180 - 120<0 = 240<180

There are several choices that can be made for analysis.
 

jim dungar

Moderator
Staff member
Location
Wisconsin
Occupation
PE (Retired) - Power Systems
It might, depending on the analysis method used.

Are you saying your choice of voltage directions for your analysis are the only real voltage directions and that all others then become math tricks?

This is why I am starting with a two wire load from both a single source and two sources in series.
I have not made any statement at all about which voltage direction to choose.
And yes, employing math tricks does make solving some equations easier.

You continually say that the choice of a reference is arbitrary, but you also seem to refuse to use any reference other than a neutral (hence part of my insistence to stay away from wye connected 3-phase).
 

pfalcon

Senior Member
Location
Indiana
...Because the choice of a reference is arbitrary.

What part prevents it? The choice of a reference is arbitrary.

It is, and there is nothing in those that specifies a reference point. The choice of a reference is arbitrary.

The choice of reference is arbitrary but the signs you apply during circuit analysis are not arbitrary. If you're solving with:
B-A = 240<0
then B-N = 120<0 and N-A = 120<0 which becomes 120<0 (B-N) + 120<0 (N-A) = 240<0 (B-A)
or N-A = 120<0 and N-B = -120<0 which becomes 120<0 (N-A) - -120<0 (N-B) = 240<0 (B-A)
 

jumper

Senior Member
To do circuit analysis you have to choose a direction to do your math. In this circuit that means measuring your voltage from B to N and N to A. You can't swap your directions and go N to B then N to A. So the two voltages must remain in phase. B-N-A is simply a voltage divider.

From a physical point of view this is like looking at a see-saw. The board is always straight (in-phase) no matter which end is up.

The 180 degree shift/phase problem is apparent but not actual. Like taking that see-saw and trying to find a way to lock the motion of the two ends in sync so they go up and down together. Not happening. But measuring from the center tap the ends appear to be 180 degrees out of sync. So from a pragmatic viewpoint, any attempt to tie A-B will have the same result as though they were 180 out.

Er, why did you quote me in my response to John when you posted this?

I appreciate you adding to this thread, but I am not in contention with the analysis' being presented. I am only here to learn, not present a point of view on analysis.
 

pfalcon

Senior Member
Location
Indiana
Er, why did you quote me in my response to John when you posted this?

I appreciate you adding to this thread, but I am not in contention with the analysis' being presented. I am only here to learn, not present a point of view on analysis.

Read the second quote in that post. :)
 

mivey

Senior Member
To do circuit analysis you have to choose a direction to do your math.
ok

In this circuit that means measuring your voltage from B to N and N to A.
No, it does not mean that. That choice is arbitrary.

You can't swap your directions and go N to B then N to A.
I do not swap directions. I choose the voltage rise to be away from the ground bus. Just like we can take voltages to be towards or away from a surface. At least with with a ground bus reference I do not have to move my reference point. With voltages Vna and Vbn, the reference for Vna is "a" and the reference for Vbn is "n".

So the two voltages must remain in phase.
No, they do not. The voltages force can be taken in either direction. The choice is arbitrary.

From a physical point of view this is like looking at a see-saw. The board is always straight (in-phase) no matter which end is up.
"Straight" does not mean the voltages were created in phase. See my generating example from post #98 where the generator shaft is rotated 180?. If you want to keep the voltages directions linked to the source, the "straight" comes from the fact that one force is "pushing" at the same time the other is "pulling". The end result is that is does not matter as we can take the voltages to be in either direction because a voltage is defined by its reference.

The 180 degree shift/phase problem is apparent but not actual.
It is an actual force and the choice of direction is arbitrary.

Like taking that see-saw and trying to find a way to lock the motion of the two ends in sync so they go up and down together. Not happening.
No, it is not like that at all. Refer to my post #98 and you will see that the ends are not "going up and down together", but you can see that they still "see-saw".
 

mivey

Senior Member
This is why I am starting with a two wire load from both a single source and two sources in series.
I have not made any statement at all about which voltage direction to choose.
And yes, employing math tricks does make solving some equations easier.

You continually say that the choice of a reference is arbitrary, but you also seem to refuse to use any reference other than a neutral (hence part of my insistence to stay away from wye connected 3-phase).
When you choose to (paraphrasing) "start with two sources in series", you have in fact made a choice about voltage directions.

Also, I do not "refuse" to use the other reference. I am saying that both are valid references. In fact, I will agree (and have said so many times in the past) that in most cases, in makes the analysis much easier to consider Vbn and Vna.

But easy or not, the voltage in the other direction is a real voltage. Just because we have become accustomed to using the easier analysis does not mean we get to ignore the way voltages are defined.

I understand that we can become accustomed to thinking about things in a certain way because it is easier to remember, fits nicely in a little box in our storage area, etc.. But if we want to get out of the little pigeon holes, we have to go back to the fundamentals and see what underlying simplifying assumptions may have been made before we stored our sterilized bit of information in our memory box.
 

jwelectric

Senior Member
Location
North Carolina
It is an actual force and the choice of direction is arbitrary.

I was on top of an "A" frame ladder about 16 feet above the concrete floor when I fell.

Now that the actual force and my choice of direction was arbitrary I sure wish I had fell upwards as I was only a couple of feet from the ceiling.
Damn Newton and his apple

I don't believe my choice has much to do with what is happening
 

Rick Christopherson

Senior Member
laughing024.gif
 

Besoeker

Senior Member
Location
UK
So let's stay on the topic. Both you and Besoeker are saying that the 180? phase angle is real and absolute. With a common-core, single-phase, center-tapped transformer whose flux is driven by the primary source, how can you interject a phase angle between the two halves of the center-tapped coil? What part of the mutual inductance permits you to do this?[

I am not sure if you are taking the same stance as Besoeker, but he is emphatically stating that this isn't simply due to a chosen point of view, but that it is absolute. If it's absolute, then it should be traceable back to Faraday's Law and the flux equations for a transformer.
You seem to have a propensity for missing the point or unnecessarily complicating it. You might do better to emulate William of Ockham.
Nobody is suggesting that anything extraordinary is going on with the flux. The simple fact (yes, fact) is that, for the single phase centre-tapped transformer, Van and Vbn are mutually displaced by 180deg.
 

mivey

Senior Member
I was on top of an "A" frame ladder about 16 feet above the concrete floor when I fell.

Now that the actual force and my choice of direction was arbitrary I sure wish I had fell upwards as I was only a couple of feet from the ceiling.
Damn Newton and his apple

I don't believe my choice has much to do with what is happening
But your loss was another's gain. The potential energy you lost was gained by the Earth when you interacted with it.

You would testify in court that you fell to Earth. Had you weighed more, a lot more, you would say the Earth ran into you. That is a direction choice.

The fact is that the distance between you and the Earth was reduced, probably rather quickly. Now, we have become accustomed to the direction convention that says you climbed up the ladder and then you fell down from the ladder. But if we go back to the fundamentals, we know that the gravitational force between two objects is G*m1*m2 / r^2.

There is no universally defined direction for r. But because the mass of the Earth is about 6x10^24 kg, we usually reference gravitational forces relative to the Earth's position. Gravitational fundamentals will tell you that both directions are valid and the choice of direction is arbitrary, even though your sore behind would argue that only one direction is valid.

It may be of little comfort, but had you fallen when the Moon was directly overhead, it would have lessened your impact ever so slightly.:D
 

jwelectric

Senior Member
Location
North Carolina
The fact is that the distance between you and the Earth was reduced, probably rather quickly.
If at the last second before impact I had of jumped at a 180 degree angle from the ladder then all energy would have been released before I made contact with the concrete, :? do you agree?
 

mivey

Senior Member
Rick and Jim are looking at the green grass and the blue sky and have agreed that because of our eye positioning, you can only look in one direction or the other so you must choose to look down at the green grass or up at the blue sky. Now there is some question in their mind about which way to look first so they try to look around and find some reference to tell them if up or down is correct. I mean after all, we can only look in one direction at the time so one direction must be correct, right? They insist that if you look at the blue sky first then that disallows looking at the green grass first.

Besoeker & I hear this and tell them that, for one thing, either direction is ok because there is no universal law that states which way they must look first. We also point out that if they would just raise their heads to a neutral position, they could see both the green grass and the blue sky at the same time. Jim & Rick claim the neutral head position is just a math trick because you can't see both the sky and grass at the same time.

My pet chameleon appears puzzeled by all this "up" "down" & "neutral" talk as he points one eye at the sky and one eye at the grass and says: "So does this mean I'm going to get some lunch or what?" :D
 

mivey

Senior Member
If at the last second before impact I had of jumped at a 180 degree angle from the ladder then all energy would have been released before I made contact with the concrete, :? do you agree?
On the way to the ground, your potential energy was temporarily in the form of kinetic energy. Right before impact that was in the form of 1/2*m*v^2 (mass moving at a particular velocity). You would have to have some means to convert the kinetic energy into some form of energy that would not hurt you or at least change the speed of conversion and maybe burn off some of the energy in the process.

You could convert that to energy in a spring and use it to regain your potential energy (i.e. a trampoline). But if you were strong enough, you could land on your feet and burn some of that energy off in heat as you accelerate in the opposite direction using your muscles. The remaining energy conversion would then not hurt as bad as it would happen over a longer period of time. Power is a measure of how fast we exchange energy over time. When you hit the floor the first time, at lot of energy was exchanged in a short period of time, and that hurts. Slowing this exchange will not hurt as bad. It did not hurt when you walked up the ladder did it?
 

jim dungar

Moderator
Staff member
Location
Wisconsin
Occupation
PE (Retired) - Power Systems
you can only look in one direction
When have I said you must do something?
I have stated that the presence or absence of a load neutral should not require a change in the way the sources are viewed.


I have asked you to solve a simple loop that would be typical of a 120/240V center tapped transformer that looses the load neutral connection. I figured you would get the same load voltage and current relationships as Besoeker would, solving the loop using his equivalent residential supply of 240V.

Oh yeah, I have suggested that it should be explicitly mentioned that the neutral point is your reference when you say 120<0 and 120<180 combine to be a 120/240V source.
 

pfalcon

Senior Member
Location
Indiana
But your loss was another's gain. The potential energy you lost was gained by the Earth when you interacted with it.
No, the potential was converted to kinetic and then to deformation. The potential is gone.

You would testify in court that you fell to Earth. Had you weighed more, a lot more, you would say the Earth ran into you. That is a direction choice.
Since due to inertia and friction the Earth did not move at all, his testimony is correct. To move the Earth he wouldn't be he.

The fact is that the distance between you and the Earth was reduced, probably rather quickly. Now, we have become accustomed to the direction convention that says you climbed up the ladder and then you fell down from the ladder. But if we go back to the fundamentals, we know that the gravitational force between two objects is G*m1*m2 / r^2.

There is no universally defined direction for r. But because the mass of the Earth is about 6x10^24 kg, we usually reference gravitational forces relative to the Earth's position. Gravitational fundamentals will tell you that both directions are valid and the choice of direction is arbitrary, even though your sore behind would argue that only one direction is valid.
Yes there is a defined direction for r. It's an absolute distance and therefore never negative.

It may be of little comfort, but had you fallen when the Moon was directly overhead, it would have lessened your impact ever so slightly.:D
Which would have required keeping the mathematical vector signs correct.

Show the simple math on the 240V system Mivey. You can't solve the equations without using double negatives for your choice of reference.
 
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