010 exercise example
好的，现在让我们举个例子。
OK so let's take an example now.
看来水门 Zadoc 门是专门设计的，如果两个输入之一为真，则 Sandstad 输出为真。
It seems designed Watergate Zadoc gate this is exclusive arcade Sandstad output is true if only one of the two inputs are true.
如果您看到白色条状情况，则表示只有其中一个输入。
It means only one of the inputs if you see the stick white condition.
如果电路板输出两个输入均为假，则零输出将不会打开。
If the board would output both inputs are false zero output will not be on.
如果任何输入为真，则输出为真。
If any of the input is true the output is true.
因此，如果其中任何一个是真的，那么它就是真的。
So if either one is true but it's true.
如果这是真的，则相反。
If it is true the opposite is true.
但如果两个输入都为真。
But if both the inputs are true.
这是假的。
It is false.
好吧，这与我们所学到的情况有一点不同，因为它是我们的大门。
OK so this is like a different situation from what we have learned in the slightest as it is our gate.
因此，如果您想自己设计它，您可以在论文中进行练习，然后我继续向您展示您可以解析该视频并进行练习的逻辑。
So if you want to design it by yourself you can practice in your paper before I proceed to show you the logic you can parse this video and practice.
否则这个讨论的逻辑看起来像这样。
Otherwise the logic of this discussion looks like this.
现在这是扎阿塔门。
Now this is a za'atar gate.
现在它说我的也是这样，没有输入接触，即
Now it say's so is my and no contact of input i.e.
零 nada 零 被标记为 a ，另一个是空联系人，因为我想要什么。
zero nada zero which is tagged as a and another is empty contact because what do I want.
如果其中任何一个是真的或者什么是真的。
If any of them is true or what is true.
让我们以这个例子为例。
So let's take this example we have.
让我们坚持把审计员作为a。
Let's stick to the auditor as a.
所以我要处理蟾蜍案。
So I'm taking the toad case.
如果 a 为真。
If a is true.
所以我接受任何联系。
So I take this any contact.
如果 B 为零，则意味着我将在关闭时采取这种情况。
If B is zero means I'm going to take the situation when closed.
所以我这样做，并在这里看到我的输出是乔的输出，它会是这样的。
So I do this and see here my output is Joe's output it's going to be like this.
树艺家写道。
Arborists wrote.
在另一个案例中，这个案例将出现在 Badler 中。
In another case so this case will come in Badler.
如果 A 为零的话。
If A is zero so.
NZ B 是其中之一。
Is NZ B is one.
我把它当作 Struth 的输出。
I took it as an output of Struth.
我不能掌权。
I can not in power.
所以如果两者都是真的。
So if both are true.
现在，在这种情况下，让我们从零开始。
Now in this case let's let's let's start from zero.
如果两者都为零。
If both are zero.
因此，如果该值为零，则信号将不会持续。
So if this is zero this will not last the signal.
如果为零，信号将通过。
If this is zero this will pass the signal by.
后面什么也没有，所以三个都不会在上面，至于他的第二个猜测，我会先查看文件。
There is nothing in the back so all three will not be on top of as for his second guess I'll go to the files first.
若两者为一。
If both are one.
因此，如果这是一个，那么这会影响信号。
So if this is one so this impacts the signal.
如果是这样的话，就会是这样。
If this is one this will be.
所以不会上。
So will not be on.
这很容易理解。
This is easy to understand.
现在让我们来看看Suta的真实案例。
Now let's come to the true case Suta the true case.
我想首先提出这些，我会选择绿色代表真实情况。
I would like to first raise these and I'll take a green color for the true situation.
现在，如果 I 为零，如果 I 为零，则 B 为 1。
Now if I is zero and B is 1 if I is zero.
这是零，这是一个东西，如果 B 是 1，B 就是 1。
This is zero this is a thing and if B is 1 B is 1.
因此，从这个讲台发出的信号将会通过，反之亦然。
So the signal to come from this podium and it will pass and the opposite will be true.
K和其他同性恋者。
K and other gays.
如果 a 为 1，B 为 0。
If a is 1 and B is zero.
所以如果 A 是 1 这就是真的。
So if A is 1 This will be true.
B 为零。
B is zero.
这个 POS 所以这会过去。
This POS so this will pass.
这将通过并且向上将位于定义的向上门上。
This will pass and upward would be on the upward gate as defined.
这就是它的工作方式。
This is how it will work.
那么让我们回到我们的 Seamans TIAA 并设计这个逻辑。
So let's go back to our Seamans TIAA and designed this logic.
所以我会去参加这个节目。
So I will go to the program.
所以1。
So 1.
这是一个。
This is a.
让我重命名一次我可以这样重命名。
Let me just rename this time I can rename like this.
D .
D.
我必须参加 N.S.
I have to take N.S.
P 的值，这将为零。
of P and this will be zero.
没有人真的不适合我。
No one really not to me.
我有一个正在使用的输出。
I have an output which is used.
不要让它成为一个模组，没关系。
Don't let it be a mod and it's OK.
现在我必须连接巴德拉的东西，所以我会去这个开放的分支，在起飞时看到一个帖子，我内啡肽，我会服用干草，这样我就可以 Rite Aid。
Now I have to connect things in badla so I will go to this open branch and on the take off and see of a post I endorphine I will take ency of hay so I can just Rite Aid.
实际上，这是将标签写入地址的最快方法，因为我必须找到正确的大小来敲击两次回车键，这将是相同的地址。
Actually it's the quickest way to write the tag to the address because I have to find the right size to strike a press enter twice and this would be the same address.
现在我必须把n从b b上取下来，地址在这里。
Now here I have to take n off b b and the address is here.
所以我在 PALEN 中得到了它，所以单击并释放。
So I getting that in PALEN So click and release.
逻辑已定义。
The logic is defined.
现在我必须在麦肯锡的 go 中下载这个逻辑来下载设备，如果需要的话它会接受它。
Now I have to download this logic in McKinsey's go to download the device and it will take it if needed.
很抱歉，我必须找到我的硬件，因为我在上一篇文章中没有这样做，我进入设备配置，并且必须指定我正在使用的滥用者。
I'm sorry I have to find my hardware because I don't do that in the previous previous I go to device configuration and I have to assign which abusee I'm using.
因此分配硬件需要几秒钟的时间。
So it will take couple of seconds to assign the hardware.
一般来说，如果你没有高功率，或者没有太多时间，我说过千兆字节的 RAM，因为需要时间，所以你打开 CPP，你会看到我的这个，我今天早上就有了。
Generally if you have no high power around this or not much time what I have said gigabyte of RAM since taking time so you open the CPP you see mine as this one and I have the this morning.
这就是打开字母逻辑后配置 PC 的方法。
So this is how you can configure the PC once you open the letter logic.
您还可以为您的项目提供一个有价值的开始。
The thing you can also take a value start to your project.
好吧，我只需将其拖放到这里即可。
OK I have to just drag it and drop it here.
定义我正在使用这台电脑一切正常。
To define that I'm using this PC everything is OK.
好的。
OK.
您可以在这里看到您的吸引力。
And you can see your appeal to here.
这个东西出现在底部的 Peasey 栏中。
And this thing comes in the Peasey column at the bottom.
一旦你定义了你的电脑，分配了IP地址，你就必须进入主逻辑。
OK once you define your PC once you assign the IP addresses you have to go to the main logic.
分配我的硬件需要时间，好吧，我的氢化物现在在这里，前往缅因州，逻辑是通过下载定义的，然后它再次允许找到我的电脑，以便找到我正在使用的人。
It will take its time to assign my hardware OK my hydrides is here now go to Maine the logic is defined by a download and then again it allows to find my PC so that it will locate the people that I'm using.
一旦开始内容，您只需执行一次。
You have to do it only once once you start your content.
如此令人畏惧，你知道这非常耗时。
So daunting that this is such a you know time consuming.
但这通常发生在刚开始一个项目时，一旦你找到电脑，一旦找到IP地址，然后你只需单击“确定”即可重新编程。
But this generally happened once when just starting a project once you to find the PC once you find the IP address then you can reprogram it just using one click OK.
这就是我的美，所以我的电脑可以在这个IP地址中找到。
So this is my beauty so my PCs is found in this IP address.
因此，它会自动在这个窗口中显示节点上的兼容设备，然后它会在我的 PNC 中加载我的程序，要求我插入一个设备。
So it will automatically show that compatible device in this window that's here on node and then it would load my program in my PNC is asking me to stump up into a device.
好的。
OK.
你又知道是什么了。
You know what again.
好的。
OK.
我的程序已下载，我可以去许多不与他们见面的地方看看这里发生了什么，你可以看到这是一个 PNC 设计的程序，加载后易于运行，你可以看到这个联系是真实的。
My programming is downloaded and I can go to many don't meet with them to see what's happening here and you can see this is a PNC devised program is loaded with easy running and you can see that this contact is true.
这是绿色的。
This is green.
为什么。
Why.
因为这是零。
Because this is zero.
好的，我之前告诉过你。
OK I told you before.
现在逻辑表明，如果任何输入为真，或者它将为真。
Now the logic says if any of this do input is true or it will be true.
因此，如果我使零为真或不真，或者应该为真。
So if I make zero true or untrue or what should be true.
因此，让我们从第一个运行此零的情况开始。
So let's start with the first case I'd run this zero.
因此，如果这种援助通过，那么这种情况就会发生，并且思考会继续下去，知道它将会继续。
So that if this aid goes through this goes through this is true and thinking goes on know it will be on.
这是输出。
This is the output.
我现在要到这里，让 CD 和其他同性恋者关闭这个输入并打开另一个输入。
I'm just going to get here now let's CD and other gays have it turn off this input and turn on the other input.
好的。
OK.
一个输入是 B.
One input which is the B.
所以这是真的。
So this is true.
门德斯会检查内部的所有内容，如果另一个输入为真，我的输出就会打开。
Mendez goes through all that would be on the inside and if another input is true my output is on.
现在第四种情况是，如果两个输入都必须为灰白色，则将关闭。
Now the fourth case was if both the inputs had to be off white would be off.
让我们看看。
Let's see that.
因此，如果我不取消购买，输入输出就会关闭。
So if I don't unbought the inputs output is off.
为什么。
Why.
因为这是事实。
Because this is true.
这是真实的。
This is true.
所以信号就是从这里发出的。
So signal comes from here.
但就这种行为而言，这是错误的。
But when it comes to this conduct this is false.
现在您可能想知道为什么会出现这种情况，就好像这在硬件中是正确的一样，因为我们使用了 Antiguan 文档。
Now you might be wondering why this is for as if this is true in the hardware because we have used Antiguan doc.
如果在程序中外部为高电平，则这是 n 字逻辑。
This is the n word logic if outside it is high in the program.
如果有好处，它会很低，不会处理第二个分支 Sumarian。
It will be low no it will not processing Sumarian the second branch if the upside.
是真的。
It is true.
这里面是封闭的，这将是开放的。
Inside this is ency this would be open.
它不会传递信号。
It will not pass the signal.
这是真的。
And this is true.
它会处理它，但后面什么也没有，因为埃利曼在后面，这很尴尬，不是真的。
It will processing it but there's nothing there at the back because Elliman behind it as far as an awkward one not to be true.
这就是小逻辑 Zod 门的例子。
So this is the example of little logic Zod gate.
好的。
OK.
现在让我们回到我们的演示。
Now let's move back to our presentation.
这就是我在 TIAA 中向您解释的内容。
So this is what I have explained to you in TIAA.
如果我回到我的 FBT，现在我们有类似的 FPD 逻辑。
And if I go back to my FBT now we have a similar FPD logic.
因此，所要做的就是转到我的小逻辑并右键单击我的博客。
So what all have to do is just go to my little logic and right click on my blog.
我们做一切事情。
And we do everything.
如果我把它移给我，这个逻辑将自动为我创建，我也可以测试它。
If I move it to me this logic will automatically be created for me and I can also test that same.
因此，为此我必须再次下载该逻辑，因为这是之前的 FBD，并且我仅使用后来的逻辑下载，因此我必须在 PC 中下载该逻辑。
So for that I have to download this logic again because this is FBD previously and I have downloaded using only later logic so I have to download this logic in the PC.
所以这次你看到它不为任何IP做与它是PC。
So this time you have seen that it does not for any IP do with it are PC.
它已下载，我会浏览监控屏幕，让我们看看发生的情况。
It is downloaded and I go through and monitoring screen and let's see things happen.
因此，如果靴子和德鲁都被推迟，这将再次受到监控。
So this is monitored again if both in boots and Drew are put off.
所以你可以看到这是绿色的，这是带有气泡的绿色。
So you can see that this is green and this is green with a bubble.
这就是我们目前为止的情节。
So this is for us this plot as far as.
好吧，让我关掉船吧。
OK so let's let me turn off boat.
好的。
OK.
现在让我们完成第一个输入，最完整的输入为 true，这意味着 this 为 true，this 为 false。
Now lets done the first input to the fullest input is true which means this is true and this is false.
它对这个区块的入侵是真实的。
Its inroads of this block is true.
它的处理信号在这里。
Its processing signal here.
这就是奇怪的门。
This is the odd gate.
这是“与”门。
This is the and gate.
或者你可以看到，这就是 a 和 b 的逻辑。
Or you can see that and logic this is the and logic of a and b.
好吧，这就是 inby 的逻辑，但这里 B 是逆的。
Ok this is the logic of inby But here B is inverse.
这里是反的。
Here is inverse.
这就是我得到的全部内容，如果您不理解这个逻辑，我想返回演示并转述这一点。
This is the All I get if you don't understand this logic I would like to go back to presentation and relayed that.
因此，如果您看到这个地方，请务必阅读。
So if you see this spot take and read.
这是由该块 a 和联系人 B 和 C 定义的逻辑的一部分，因此 B 表示当前该块中的上述内容以及该城市的连接和该串联连接在这里。
That that's part of the logic as defined by this block a and contact B and C so B's that the above in this block at present and by this city's connection and this series connection is here.
B.V.
B.V.
o 没有气泡并看到底部。
and o be without a bubble and see the bottom.
好的。
OK.
现在这两个人为此联系在一起。
Now these two are connected for this.
不，这意味着这些连接不良。
No it means these are connected badly.
所以这个支路的这个支路的输出是并联的。
So the output of this branch of this branch is connected in parallel.
因此，如果您注意到符号 K，则该分支的所有部分和该分支都处于平衡状态。
So all part of this branch and this branch is in balance if you notice the symbol K.
这是 Patterdale 连接，输出连接到 X，因此该输出连接到此处。
This is the Patterdale connection and the output goes to the X so this output goes here.
这就是这个逻辑的创建方式。
So that's how this this logic is created.
好的。
OK.
如果任何输入为真，则将执行相同的功能，Ogwyn 将为真。
And the same function will be performed if any of the input is true Ogwyn will be true.
好的。
OK.
听起来很简单。
Easy as it sounds.
如果两者都是真的。
If both are true.
提供两者然后启动关闭输出就可以了。
To be offered both then booted off output will be all.
这是同一个 TPD 的 Zadoc 门。
So this is the Zadoc gate of the same TPD.
我希望这是有道理的。
I hope this makes sense.
那么让我们返回并继续。
So let's move back and proceed.
那么这节课我们学到了什么。
So what did we learn in this lesson.
常开触点在指定时闭合，但为常开晚安触点。
The normally open contact is closed when assigned but is one normally open goodnight.
OK 常闭触点闭合且符号位为零则相反。
OK normally close contact is closed and the sign bit is zero it's the opposite.
后者不会变黑。
The latter not going dark.
除了它的确切含义之外，逻辑状态是什么。
What's the logical state apart from what exactly it means.
如果你的物理功率输入中有 1 没有在瓦杜德传导，则意味着其内部为零。
If you have one in your physical power input not conduct in Wadud it means inside it would be zero.
这就是这个逻辑所知道的，如果 FBD 中的输出线圈有功率流等于启用，则输出位设置为 1。
That's that's what this nomic know that if there's a power flow to the output coil in FBD equal is enable then the output bit is set to 1.
到底是什么。
This is what exactly.
如果这允许我在这里发出信号，这将是真的。
Here if this is enable me to signal here this will be true.
好的。
OK.
所以这是关于我在一封信中认识的实体和联系方式以及是否击败团队。
So this is about I know enty and out contact in a letter and if beating team.
感谢您的聆听。
Thank you for listening.
您可以获得此演示文稿的副本，其中包含代码中的所有墨迹符号。
And you can get a copy of this presentation with all the ink notations in the code.
太感谢了。
Thank you so much.