Old wives tale, kind of.Less power, 57% I think.
Old wives tale, kind of.
If you have a bank of three transformers and then remove one of them, your are correct the result will be 57.7% of the designed amount you started with.
However, a bank designed using only 2 transformers can deliver 100% of its design.
As a transformer bank the use of open-delta is relatively inefficient where most of the loads are three-phase since the bank has only 86.6% of the rating of the two units making up the three-phase bank. It also has only 57.7% of the three-phase rating of the closed delta bank of three units. When the open-delta bank is used because the three-phase loads are small, you find transformers of different sizes being used. A larger transformer for the single-phase load and a smaller transformer for the lesser, three-phase loads.
This is true with three transformers of the same size and then you remove one. There are cases where there is larger transformer for the two 120 volt to ground phases because there is more load on those phases - then 57% changes even more, or there are even three transformer banks that still have a larger unit for 120 volt phases but two smaller units for the others - again because the 120 volt load is expected to be larger than the loads connected to the 208 volt phase.
While we are on this subject, Where (cos 30?) =.866, Where does the 30? shift come from? Why is it there?
Are you talking about the delta/wye 30? phase shift?
Could you explain how the 57.7% changes based on the size of XF's? If I need more than a 25 kVa for the power pot, it needs to be closed IMO.
Could you explain how the 57.7% changes based on the size of XF's? If I need more than a 25 kVa for the power pot, it needs to be closed IMO.
Old wives tale, kind of.
If you have a bank of three transformers and then remove one of them, your are correct the result will be 57.7% of the designed amount you started with.
However, a bank designed using only 2 transformers can deliver 100% of its design.
Going back to Jim's post where if you have three units and remove one of them that the result is 57.7% of what you started with.
This assumes that all three were the same size to start with. If they were not and you remove one of them the result probably is not 57.7 less total kVA than it originally was to start with, and will depend on what size the units are in relation to each other.
I have seen many large pots with a small one added to pick up a pretty limited three phase load where necessary - usually feeding multiple single phase services and that one customer happens to need three phase but does not have a very high load for the third phase.
But the 57.7% comes from 1.73 divided by 3 (or (2*√3/2EI)/(3EI)). I haven't seen XF size come into play on any calculations.
No, the 30? current shift in an open delta. The 86% efficiency reason...
Old wives tale, kind of.
If you have a bank of three transformers and then remove one of them, your are correct the result will be 57.7% of the designed amount you started with.
However, a bank designed using only 2 transformers can deliver 100% of its design.