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Ask What Up Up? Everybody?
Welcome to another episode of Let's Ask Paul,

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today's episode, what's submitted And the
question is, Paul, can you

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explain the application and changes that took
place in the twenty twenty three n EC

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for permitted reductions for neutral conductors and
prohibited reductions for neutral conductors and how they

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would apply to me in the field. Thanks again for all you do and

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appreciate listening to your podcasts on the
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up any space. Okay, So let's

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look at this question here. So
the first thing we want to talk about

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is where do we go in the
code? Now I'm in the twenty twenty

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three edition of the National Electrical Code, so that's what my response is going

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to be based on. So if
you've got a twenty twenty three edition of

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the National Electrical Code, we're gonna
go to to twenty dot sixty one.

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Now that part of it didn't change, right, that that's not any real

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change from the previous editions of the
n EC, That that part didn't change.

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Okay, So just want to you
know, make that clear how that

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worked out. Okay. Now,
the only thing that really changes is in

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the twenty twenty three you're you have
a two twenty six two one A,

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which is your basic calculation again not
a change, and two twenty sixty one

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B, which is permitted reduction it. The only change in this really is

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giving some headings to what was B
one and B two still the same,

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but now they've made it clear rather
than writing in the language what it was

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all about, like cooking wall,
amount of oven or whatever, it now

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has a kind of a heading to
it. So there's a B one and

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a B two, same as it
was before, but now it kind of

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gives you a heads up. It
says B one is where household electric ranges

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wall amount of ovens, counter amount
of cooking units and dryers, right,

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very specific, and then B two
is unbalanced load in excess of two hundred

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amps. All right, So it's
just a structural change. It's not anything

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that's critically changed that's going to be
too confusing. It's just kind of how

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it structurally went. And then of
course you have two twenty sixty one,

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see which is the prohibited reductions.
And again so not any really change in

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that that's substant substantive. That's too
much that's going to cause any confusion with

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anybody. So again, now the
only other thing is that I believe,

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let's see here now, nothing additional
that's worthy of me talking about any change

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when it comes to this. So
so the reason I bring all that up

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because there is a wording change that
has been changed in here that I'm going

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to address. But I just wanted
to make sure that everybody following along realizes

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that whether you're following in the twenty
twenty or the fact that I'm in the

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twenty twenty three, it doesn't mean
you can't. What I'm going to talk

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about the day is not Germane to
you. It doesn't matter which cycle you're

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in, right, it's going to
be Germane either way. Okay, all

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right, so let's kind of dig
into this, all right, So right

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off the bat, let me tell
you the change that is significant. Now,

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when we did permitted reductions like this
is where we took a neutral and

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we could reduce the size of the
neutral. It used to say that when

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you permitted reduction there was an or
in there when it was considering between two

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twenty six two one B one and
B two. So B one was the

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ranges and dryers and whatnot reduction,
and then the two the B two was

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the portion it was over two hundred
amps. Now in that it used to

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be or. So it made it
imply that it had you had to pick

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whether or not you're going to apply
the seventy percent to the cooking equipment,

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for example, or the dryer.
That if you did that, then if

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your neutral loads were over two hundred
amps overall unbalanced load that you couldn't apply

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B two as well. It's kind
of like an oor, you had to

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pick one or the other. Well, that's changed for the twenty twenty three

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because you could apply both that you
could have. Obviously, a neutral reduction

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can apply to your neutral calculation for
ranges and dryers, for example. But

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also if you're overall unbalanced neutral load
based on a calculation is over two hundred,

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then you ought to be able to
apply B two as well for that

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unbalanced load in excess of two hundred
amp years. Okay, And so that's

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what we're kind of going to look
at look at today and how that would

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apply. Now, it wouldn't be
right for us to not at least explain

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what a prohibited reduction is. So
obviously we're going to show you how do

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you apply that seventy percent and where
you wouldn't where you wouldn't. But in

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the prohibited reduction, which is two
twenty sixty one C, we're going to

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show you an example of where you're
going to have to dissect out a certain

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value for a let's say, a
non linear load that you're not allowed to

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apply the reduction too. And so
people do ask, how do you dissect

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this out? So that's what we're
going to kind of do today in some

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examples for you. Okay, we're
gonna give you two examples. First example

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is going to be just a normal
load CALCU wherever the system may be delta.

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In this case, you have all
linear loads, normal loads. There's

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nothing you have to worry about except
we're doing your calculation and you come up

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with your maximum unbalanced load based on
your calculation. Okay, so let's look

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at it. So when we look
at the rules, we're going to focusing

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today on two twenty sixty one B
two. All right, and this is

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for the unbalanced load in excess of
two hundred am piers. Now, if

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you do a load calculation and your
load, whether it's a single family dwelling,

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multifamily dwelling, whatever it is,
if your neutral loads exceed two hundred

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am piers, then you're able to
do a reduction. And it's going to

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tell you which ones, which systems
you can do this on. Okay,

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And then the course the prohibitive reduction
is going to tell you what systems you

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can't do this on or what condition
your situation is that you can't reduce it.

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Okay, So in our situation,
I'm gonna give you two, all

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right. So the first one just
a normal, normal application and and we'll

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show you an example, and then
i'll explain which systems you're not allowed to

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reduce the neutral load. Okay,
all right, So the first example I'm

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gonna give you, it's just a
you did a calcu You did a calculation,

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and you came up with four hundred
amps of maximum unbalanced load. You

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just did a standard calculation, because
you remember to twenty sixty one is in

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Part three, which is a standard
method. Right, So even if you

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do an optional method calculation under Part
four when you're sizing the neutrals, you're

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still going to be using Part three, right, So always good to think

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that if you're in the field,
you're thinking, well, I would never

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calculate anything using the standard method,
but you're going to unless you just make

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the neutrals full size and don't want
to do a calculation, then you're going

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to you know, you're gonna be
in Part three. So you need to

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learn how to use it, okay. And anybody out there that tells you

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you don't, don't trust them,
and that's not an educator you want to

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learn from. You need to learn
part three and part four of calculations.

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Right, Okay, so let's kind
of look at our scenarios. So we've

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got a load. We did our
calc and we have four hundred amps of

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unbalanced current. That's our neutral current. So in applying to twenty sixty one

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B two, and here's what the
code says. This say is that portion

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of the unbalanced load in excess of
two hundred amp piers. So that means

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the first two hundred ampiers is at
one hundred percent, right, Because we're

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talking about the amount over two hundred
amps where the feeder or service is supplied

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from a three wire DC or single
phase AC system, a four wire three

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phase system, a three two phase
system, or a five wire two phase

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system. And again two phase systems
in whether it's a three wire or a

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five wire are rare. I'm not
going to cover those, but the key

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here is single phase or even a
four wire three phase system, you can

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reduce the size of the neutral that
exceeds two hundred amps. Okay, so

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the first two hundred one hundred percent. Just take the first two hundred and

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that's a given. Anything over that
you can reduce it seventy percent. Now,

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where do we get that rule?
At the very beginning of two twenty

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sixty one B it says that the
feeder a service and feeder supplying the following

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loads shall be permitted to have an
additional demand factor of seventy percent applied to

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the amount in to twenty sixty one
B one, And that's the value for

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like ranges, wall amount, ovens, whatever. And then it says,

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and a portion of the amount in
two twenty dot sixty one B two,

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which is the value that exceeds two
hundred of unbalanced load. Right now,

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that change took place in the twenty
twenty three again where it says and whereas

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in the twenty twenty it said or
so it was almost made you feel like

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you had to pick one or the
other, and that wasn't the intent.

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Both of them were applicable. So
I can apply the seventy percent to my

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range, my range for the service
calc. But also at the end,

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I can do an additional reduction on
that neutral overall if it exceeds two hundred

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amp years. Okay, Now,
most one and two families are probably not

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going to have two hundred amps of
maximum unbalanced load, right, so that's

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not going to be an issue anyway, okay, but just so you know

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how it applies. So let's look
at our example. We had four hundred

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amps of unbalanced current. To say
it's a single phase ac perfectly easiest way

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00:14:41,519 --> 00:14:46,200
to approach it, and it is
two hundred amps. The first two hundred

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00:14:46,200 --> 00:14:48,799
obviously one hundred percent because we're worried
about that portion that's over two hundred,

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and that was another two hundred,
right because we said it was four hundred

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overall. You take that portion that's
over two hundred within our cases, another

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two hundred. You multiply that by
seventy p sent and that is going to

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00:15:01,440 --> 00:15:05,399
be one hundred and forty. Am
piers Well, you take that one forty

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and you're going to add it back
to the two hundred, which you took

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00:15:09,279 --> 00:15:11,919
it one hundred percent, and that's
going to give you a total of three

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hundred and forty Am Piers Well,
that's going to be your maximum unbalanced load

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that you have calculated and you have
applied the demands, and now you're going

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to size your conductors accordingly. You're
you're grounded neutral conductor accordingly, okay,

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straightforward, and that's the additional reduction
that you can do, and remember that

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is applicable in all situations, whether
it's optional or standard. However, you're

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00:15:39,799 --> 00:15:45,840
gonna have to go and do the
neutral calculation right now. A lot of

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times people forget that you have two
fifty one zero two C one, which

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00:15:52,960 --> 00:15:56,279
is titled grounded conductor. So it
can't be any smaller than what's in that

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00:15:56,399 --> 00:16:02,080
table. So you need to always
check the size that you calculate with the

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00:16:02,159 --> 00:16:06,679
minimum size and that table, and
remember that it can't be it can't be

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00:16:06,879 --> 00:16:10,240
smaller than what's in that table.
In our case, it's gonna be larger

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because now we have to size the
neutral for that three hundred and forty am,

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00:16:12,159 --> 00:16:15,519
so it's definitely going to be greater
than whatever it would be in that

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00:16:15,639 --> 00:16:22,240
table. Okay, okay, And
so at the end of the day,

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00:16:22,799 --> 00:16:26,000
we need three hundred forty AM years
and we're going to size the conductors accordingly.

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00:16:26,159 --> 00:16:33,879
Now, let's look at the prohibited
reductions really quickly. Okay. Now

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here's the prohibited when you cannot,
okay, reduce a certain portion of that

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unbalanced load when it comes to the
neutral, right, all right, So

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00:16:45,600 --> 00:16:49,960
let's look at that prohibited reduction.
So this is two twenty sixty one C

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00:16:51,720 --> 00:16:57,120
and it says there shall be no
reduction of the neutral or grounded conductor capacity

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00:16:57,320 --> 00:17:07,359
applied to the amount in two twenty
sixty one C one, or portion of

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00:17:07,480 --> 00:17:15,279
the amount in C two from that
determined by the basic calculation. So what

206
00:17:15,440 --> 00:17:18,559
that means is, if we have
a certain value that we calculated out of

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00:17:18,880 --> 00:17:23,240
unbalanced current, if there's a certain
portion of that that falls under the two

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00:17:23,279 --> 00:17:29,160
items of prohibitive reduction that we're going
to talk about, then that portion cannot

209
00:17:29,240 --> 00:17:33,839
be reduced. Just that portion cannot
be reduced, Okay, So let's look

210
00:17:33,880 --> 00:17:38,400
and see overall when we can't apply
a reduction, all right, So the

211
00:17:38,480 --> 00:17:42,759
first one we'll look at. It
says number one. So C one says

212
00:17:42,920 --> 00:17:51,079
any portion, okay, any portion
of a three wire circuit consisting of two

213
00:17:51,279 --> 00:17:57,440
un grounded conductors and the neutral conductor
of a four wire three phase y connected

214
00:17:57,519 --> 00:18:02,200
systems. So if I'm having a
four wire three phase y connect the system,

215
00:18:02,240 --> 00:18:04,559
and I'm going to derive from it, make connections to it, and

216
00:18:04,640 --> 00:18:10,200
I'm going to be deriving a three
wire circuit from a four wire circuit,

217
00:18:11,000 --> 00:18:17,759
and it's a three phase y system
that we're starting out with and I'm connecting

218
00:18:17,799 --> 00:18:22,640
onto it to create a three wire
circuit that's gonna have again two hots and

219
00:18:22,680 --> 00:18:29,839
a neutral, then I am not
allowed to apply a reduction to the neutral.

220
00:18:32,079 --> 00:18:37,279
Calculation that is going to be whatever
is being supplied by that three wire

221
00:18:37,599 --> 00:18:41,519
circuit that's deriving from that four wire
three phase y circuit. You get me.

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00:18:41,880 --> 00:18:45,119
It's you're just not going to have
to be able to do to reduce.

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00:18:45,160 --> 00:18:48,720
So whatever that might be feeding.
Let's say it's feeding a panel and

224
00:18:48,920 --> 00:18:53,079
it's again for lack of a better
example, tapping it off or connecting or

225
00:18:53,160 --> 00:18:57,920
bugging onto a four wire three phase
y in order to get that three wire

226
00:18:59,599 --> 00:19:03,119
two high it's in a neutral,
then you're not going to be able to

227
00:19:03,200 --> 00:19:07,039
reduce the neutral that's being supplied from
that. Okay, So that's the first

228
00:19:07,079 --> 00:19:12,559
one. No reduction allowed. So
that neutral that's that's running with those three

229
00:19:12,640 --> 00:19:17,519
wires, that two wires, and
that neutral that's being fed from that four

230
00:19:17,559 --> 00:19:22,319
wire three phase yre wherever that's going, there is going to be no reduction

231
00:19:22,160 --> 00:19:26,519
on that neutral when we do that
calculation for whatever that supplies panel or whatever

232
00:19:26,599 --> 00:19:33,839
it may be supplying. Okay,
So no reduction on that portion now when

233
00:19:33,880 --> 00:19:41,799
it comes to C two, it
says that portion consisting of non linear loads

234
00:19:41,000 --> 00:19:48,880
supplied from a four wire why connected
three phase system. Okay, okay,

235
00:19:48,079 --> 00:19:57,000
So let's do an example where we
have some nonlinear current. We have a

236
00:19:57,119 --> 00:20:03,160
four wire why connect the three phase
system, and we have a total neutral

237
00:20:03,200 --> 00:20:07,480
load folks, of six hundred ninety
amps on this example, six hundred ninety

238
00:20:07,480 --> 00:20:12,160
amps. Okay, and that's the
total that is our unbalanced current. We

239
00:20:12,240 --> 00:20:17,279
did the calc. That's is what
it is. But of that value,

240
00:20:17,920 --> 00:20:23,799
two hundred and fifty amps of that
six ninety actually is considered nonlinear current.

241
00:20:26,079 --> 00:20:30,640
Okay. Well, now we have
a problem. But we all we can

242
00:20:30,839 --> 00:20:37,200
only not apply the reduction to that
portion that has the non linear loads.

243
00:20:37,359 --> 00:20:41,160
For the rest of this is obviously
linear loads, okay, normal lamping,

244
00:20:41,319 --> 00:20:47,680
normal lighting systems, normal motor,
normal loads. They're not considered nonlinear.

245
00:20:48,279 --> 00:20:51,920
Now what are non linear loads?
By the way, these are things that

246
00:20:52,039 --> 00:20:55,759
really are going to distort the normal
sin your sort of waveform kind of causes

247
00:20:55,839 --> 00:21:00,839
a disruption. You don't get neutral
cancelation very easily. Things like computers,

248
00:21:00,880 --> 00:21:06,839
variable frequency drives, switching devices,
printers, copy machines, big office buildings

249
00:21:06,880 --> 00:21:10,039
with a lot of electronic balance.
All those type of things will chop the

250
00:21:10,160 --> 00:21:14,519
crap out of a normal waveform,
and it's hard for neutral cancelization. When

251
00:21:14,599 --> 00:21:18,440
the waveform gets chopped like that,
it's not a nice flow. Like you

252
00:21:18,519 --> 00:21:22,400
might look into the sillioscope and it
looks like a normal, nice waveform.

253
00:21:22,559 --> 00:21:26,160
It chops it up and it's hard
to If you think about when we talk

254
00:21:26,240 --> 00:21:32,839
about neutral loads. If i have
a multi wire brand circuit and I'm putting

255
00:21:32,880 --> 00:21:34,599
it in a panel and I'm sharing
a neutral for example, right we just

256
00:21:34,640 --> 00:21:38,559
say single phase, just for simplicity
sake. If I have ten amps on

257
00:21:40,039 --> 00:21:45,440
leg one and ten amps on leg
two, because of the cancelation effect,

258
00:21:45,519 --> 00:21:49,880
the neutral will see zero. If
I have ten on one and eight on

259
00:21:49,960 --> 00:21:52,720
the other, the neutral will see
the imbalance, which is two amps.

260
00:21:53,000 --> 00:22:00,160
Okay, this is what the neutral
will see. Now, what happens in

261
00:22:00,440 --> 00:22:04,720
a situation we have a lot of
harmonics or you have non linear loads that

262
00:22:04,960 --> 00:22:11,039
is not an each a nice cancelation
effect process. It doesn't take place as

263
00:22:11,119 --> 00:22:15,839
nice and smooth as what we just
said. So the neutral current could be

264
00:22:15,960 --> 00:22:18,440
as much as or equal to any
of the phase conductors, depending on the

265
00:22:18,480 --> 00:22:22,960
system, so it can be problematic. And this is why you might see

266
00:22:23,279 --> 00:22:30,279
four wire three phase systems with these
non linear loads. You might see situations

267
00:22:30,319 --> 00:22:34,319
where you see white conductors that are
turning brown or whatnot, and they weren't

268
00:22:34,359 --> 00:22:40,599
sized properly, right, I just
say they just as an example, all

269
00:22:40,640 --> 00:22:44,160
right. So what we've got is
we did a calculation six hundred ninety amps

270
00:22:44,359 --> 00:22:48,119
and two hundred and fifty amps of
that we know is nonlinear current, all

271
00:22:48,200 --> 00:22:52,400
right, So how do we apply
the rules here? Probably just as straightforward

272
00:22:52,440 --> 00:22:56,119
as you can imagine. The first
two hundred amps, is it one hundred

273
00:22:56,119 --> 00:23:02,400
percent? And then you have the
non any your current, which you have

274
00:23:02,559 --> 00:23:06,359
to take out because we can apply
the reduction to that amount. So that's

275
00:23:06,400 --> 00:23:07,720
at one hundred percent. So you
have the two hundred amps that we have

276
00:23:07,799 --> 00:23:12,000
to take it one hundred that we
can't apply reduction two, right, And

277
00:23:12,079 --> 00:23:18,240
then we have the non linear current
that we can't apply the reduction too because

278
00:23:18,480 --> 00:23:22,519
of to twenty dot sixty one C
two. Okay, that portion that is

279
00:23:22,599 --> 00:23:26,720
nonlinear, so I take that out, no reduction there, and so you

280
00:23:26,839 --> 00:23:30,319
take that six ninety and you take
away two hundred and take away two fifty

281
00:23:30,559 --> 00:23:34,640
that leaves me two hundred and forty
amps. That's the portion that we can

282
00:23:36,359 --> 00:23:41,200
apply. Okay, the reduction two
under to twenty sixty one B two,

283
00:23:42,079 --> 00:23:47,359
So we just take that two forty, we multiply that by seventy percent.

284
00:23:47,880 --> 00:23:52,079
That's one hundred and sixty eight amps. But then we apply that back to

285
00:23:52,240 --> 00:23:53,920
that first two hundred that we have
to take it one hundred percent. And

286
00:23:55,000 --> 00:23:57,720
of course we got to apply to
that non linear load, which we can't

287
00:23:57,759 --> 00:24:03,440
take a reduction four. Right,
we already saw that C two tells us

288
00:24:03,480 --> 00:24:07,359
we can't, so we add that
back. So it's two hundred plus two

289
00:24:07,440 --> 00:24:11,480
fifty plus are one sixty eight that
we did apply the seventy percent too.

290
00:24:11,200 --> 00:24:15,920
That means the total demand that we've
calculated out is six hundred and eighteen amps

291
00:24:15,960 --> 00:24:21,200
of neutral load. Now six hundred
and eighteen amps is a reduction from six

292
00:24:21,440 --> 00:24:26,880
ninety and you know what, it
could be a conductor size change. But

293
00:24:26,039 --> 00:24:30,480
this is how it applies, and
that's how you're going to apply to twenty

294
00:24:30,759 --> 00:24:36,319
sixty one B one. Excuse me
B two for the excess of two hunt

295
00:24:36,400 --> 00:24:41,240
over that exceeds two hundred amps,
and how you're going to apply through prohibited

296
00:24:41,079 --> 00:24:48,160
reductions. Okay, and those were
two examples that you know pretty much show

297
00:24:48,200 --> 00:24:52,599
you how you would do that.
Hopefully that that kind of makes sense right

298
00:24:52,960 --> 00:24:55,960
to everybody out there, all right, So if I ask you a question

299
00:24:56,599 --> 00:25:00,880
and I'll create a scenario for you
that allows us to apply what we've just

300
00:25:02,039 --> 00:25:06,319
learned. Okay, So the very
first one, let's look at a question.

301
00:25:06,480 --> 00:25:11,920
So straightforward, I'm only going to
tell you the question, and you're

302
00:25:11,000 --> 00:25:15,920
gonna have to assume that none of
the prohibitive reductions apply because I didn't state

303
00:25:15,039 --> 00:25:18,920
that they do, but I will
give you an example when it does.

304
00:25:18,440 --> 00:25:22,799
So this is a question, is
what is the neutral demand? If the

305
00:25:22,000 --> 00:25:27,200
unbalanced current of a neutral is five
hundred and sixty six ams. So we'll

306
00:25:27,240 --> 00:25:32,720
assume it's a single phase because nobody
said said otherwise. Or we'll assume it's

307
00:25:32,759 --> 00:25:38,119
maybe a three phase system four wire
that wasn't that didn't have non linear loads,

308
00:25:38,839 --> 00:25:45,519
right, So obviously we can apply
the reduction here. So let's look

309
00:25:45,559 --> 00:25:49,240
at it. So five hundred and
sixty six AMS is the unbalanced load that

310
00:25:49,279 --> 00:25:53,200
we're given based on our calculations,
you know, standard method, we calculated

311
00:25:53,240 --> 00:26:02,279
it out. So the rule here
in twenty dot sixty one B two allows

312
00:26:02,359 --> 00:26:07,000
me to apply the seventy percent to
that portion that exceeds two hundred amps.

313
00:26:07,119 --> 00:26:11,160
So that five hundred and sixty six
we're gonna take two hundred away, which

314
00:26:11,160 --> 00:26:12,279
is going to be a one hundred
percent because we're gonna add that back at

315
00:26:12,319 --> 00:26:15,480
the end, and that gives me
three hundred and sixty six amps. That

316
00:26:15,599 --> 00:26:21,240
is the portion that is over two
hundred that's the portion that we're going to

317
00:26:21,279 --> 00:26:25,920
apply the seventy percent too. So
I'm going to multiply that by point seven

318
00:26:26,039 --> 00:26:30,319
zero, and that is two hundred
and fifty six point two amp years.

319
00:26:30,039 --> 00:26:34,160
Right now, I get to drop
the point two because as it says in

320
00:26:34,240 --> 00:26:37,680
two twenty five, okay, that
portion, we get to drop it.

321
00:26:37,759 --> 00:26:40,559
If you want to keep it,
it's not going to make a difference in

322
00:26:40,599 --> 00:26:44,720
your equation, right But again,
you can do it at the end,

323
00:26:44,839 --> 00:26:47,359
or you can do it here.
You can even keep it. That point

324
00:26:47,440 --> 00:26:51,599
two is not going to play a
role anywhere. So in our case,

325
00:26:52,039 --> 00:26:55,200
we're gonna take that two hundred and
fifty six point two if you would like,

326
00:26:56,319 --> 00:27:00,559
and add that back to the original
two hundred and that equals fourn Er

327
00:27:00,640 --> 00:27:04,519
fifty six point two. I'm going
to drop the point two and it's gonna

328
00:27:04,519 --> 00:27:11,000
be fourn Er fifty six, and
I'm gonna size my conductor accordingly. Right,

329
00:27:12,240 --> 00:27:17,039
So this is sizing the neutral for
the service. Keep this in mind

330
00:27:17,079 --> 00:27:18,519
that if you're doing a brand circuit
and you get a question on an exam

331
00:27:18,640 --> 00:27:23,960
that wants to know what the actual
contribution is for the neutral, then all

332
00:27:23,960 --> 00:27:27,599
you're gonna answer that is by giving
the exact value, not rounding it.

333
00:27:27,799 --> 00:27:33,440
Just the exact value. Here we're
talking about a service calculation, so we're

334
00:27:33,519 --> 00:27:38,400
going to be rounding and those type
of things again. But just keep that

335
00:27:38,480 --> 00:27:41,599
in mind. If you want to
use the total value, that's that's fine.

336
00:27:41,799 --> 00:27:47,039
But in this case, since it
was less than point five, then

337
00:27:47,079 --> 00:27:48,400
we're gonna we dropped it off,
so that was four or fifty six.

338
00:27:48,480 --> 00:27:52,160
So size your neutral conductor accordingly.
Again, can't be smaller than what's given

339
00:27:52,200 --> 00:27:56,359
in two fifty one zero two c
one, but in this case it's obviously

340
00:27:56,440 --> 00:27:59,839
going to be larger. So we're
okay there. Now, what if I

341
00:28:00,039 --> 00:28:03,480
ask you this question. We'll use
the same amp values, but now I

342
00:28:03,720 --> 00:28:11,160
tell you that two hundred amps of
that six ninety I'm excuse me, two

343
00:28:11,279 --> 00:28:17,000
hundred amps. So that five to
sixty six is non linear loads. Now,

344
00:28:17,079 --> 00:28:22,799
remember prohibited in two twenty sixty one
C says that that portion of it

345
00:28:22,400 --> 00:28:30,640
of the neutral that is non linear, you cannot apply the seventy percent to

346
00:28:30,759 --> 00:28:33,400
it. Okay, So that tells
us that we just got to exclude that

347
00:28:33,599 --> 00:28:38,039
from the equation. So let's do
it. So the same values five hundred

348
00:28:38,039 --> 00:28:44,119
and sixty six amps of our calculated
what we've calculated out to be our neutral

349
00:28:44,160 --> 00:28:47,720
loads. And so I'm going to
take that five sixty six. I'm gonna

350
00:28:47,720 --> 00:28:49,480
subtract away two hundred because we know
the first two hundred has to be one

351
00:28:49,559 --> 00:28:52,880
hundred percent anyway, So that's two
hundred. So we're just gonna put that

352
00:28:52,960 --> 00:28:56,720
aside. And so we do that, and what does that leave us?

353
00:28:57,119 --> 00:29:02,480
Okay, So we take the five
six six minus two hundred, that equals

354
00:29:02,519 --> 00:29:06,960
three hundred and sixty six. Now, remember what we said, two hundred

355
00:29:07,200 --> 00:29:14,680
of that five sixty six is also
non linear loads. So we're gonna take

356
00:29:14,759 --> 00:29:18,640
away two hundred from this three sixty
six as well. So we're gonna take

357
00:29:18,640 --> 00:29:23,200
two hundred away from that. That
leaves us with one sixty six of load

358
00:29:23,480 --> 00:29:27,680
neutral load that we can now apply
the seventy percent. To remember, the

359
00:29:27,720 --> 00:29:33,599
first two hundred one hundred percent got
to take the full two hundred the amount

360
00:29:33,759 --> 00:29:37,319
over that you can apply the seventy
percent. But remember we cannot apply it

361
00:29:37,839 --> 00:29:44,319
to those non linear loads. So
what we've got is, let's recap.

362
00:29:44,640 --> 00:29:48,440
We have five sixty six minus two
hundred. That's the first two hundred minus

363
00:29:48,599 --> 00:29:52,000
another two hundred for those non linear
loads. So we were taking into consideration

364
00:29:52,079 --> 00:29:56,720
that gave us one sixty six.
We multiply that by seventy percent. That

365
00:29:56,799 --> 00:30:00,519
gives us one hundred and sixteen point
two. You can drop the point two

366
00:30:00,559 --> 00:30:03,359
if you choose at this point,
or carry it on and go on through

367
00:30:03,400 --> 00:30:06,880
the math. But now I've got
to add back the two hundred of the

368
00:30:06,960 --> 00:30:11,119
original two hundred, and I have
to add that two hundred back of that

369
00:30:11,319 --> 00:30:15,960
non linear load that we couldn't reduce. So it's one sixteen point two plus

370
00:30:17,079 --> 00:30:21,640
two hundred plus two hundred equals five
hundred and sixteen point two. I can

371
00:30:21,759 --> 00:30:23,480
drop the point two if you would
like, and that is five hundred and

372
00:30:23,559 --> 00:30:29,920
sixteen amps of now neutral load.
And again that point two is the actual

373
00:30:30,160 --> 00:30:33,839
value. It's not going to change
the value at the end of the day.

374
00:30:33,359 --> 00:30:38,839
Okay, so you're going to size
the conductors accordingly to handle that maximum

375
00:30:38,880 --> 00:30:44,519
and balanced load. After we've applied
what we could do a reduction on and

376
00:30:44,680 --> 00:30:48,319
also what we could not do a
reduction on. And so that's exactly how

377
00:30:48,400 --> 00:30:55,119
we work that entirely based on those
two given examples. Okay, all right,

378
00:30:55,119 --> 00:30:56,400
folks, hopefully got something out of
that. Those are kind of two

379
00:30:56,440 --> 00:31:00,000
examples and it kind of mixes with
the whole lesson that we did today.

380
00:31:00,400 --> 00:31:06,279
Hopefully that answers the gentleman's question on
derating the neutral when you can, when

381
00:31:06,319 --> 00:31:10,640
you can't, and then how you
would apply it if you have both nonlinear

382
00:31:11,359 --> 00:31:17,000
and you have linear loads and a
calculation what you reduce the neutral buy and

383
00:31:17,160 --> 00:31:21,039
how you use these different rules and
it's a little clearer for you. Again,

384
00:31:21,039 --> 00:31:22,359
if you want to learn more about
the National Eletrical Code, we encourage

385
00:31:22,359 --> 00:31:26,720
you to check out our website fast
track system dot com. We have some

386
00:31:26,799 --> 00:31:30,039
great blogs on there that are free. Get our free mobile app from the

387
00:31:30,079 --> 00:31:33,319
website as well, a lot of
calculators in there to make life just so

388
00:31:33,440 --> 00:31:37,400
much easier out in the field,
we're constantly adding new things. If you

389
00:31:37,480 --> 00:31:41,039
want to get a great course on
the Nationalletrical Code, check out our courses

390
00:31:41,079 --> 00:31:45,079
and our fast tracks program over on
fastracksystem dot com. And if you got

391
00:31:45,079 --> 00:31:48,480
any questions, please, by all
means feel free to ask them at Paul

392
00:31:48,519 --> 00:31:52,279
Abernathy dot com through the portal and
we'll be happy to answer any of those

393
00:31:52,359 --> 00:31:55,920
for you. All right, folks, Until next time, stay safe,

394
00:31:56,319 --> 00:32:25,039
God bless and keep learning. Both
ask both as both ask no f
