The P-Q curve of TCIPC is drawn based on a simplified model, and the adjustment characteristics based on parameter coordination are studied.
基于简化模型绘制出TCIPC功率P-Q运行曲线图，对参数协调下的TCIPC调节特性进行研究。
Compared with the test production, the paper obtains the variation law of rock permeability rate and P-Q curve during the high-pressure water.
本文通过对试验成果的比较，得出了高压压水过程中岩体透水率值和P ~Q曲线的变化规律。
Therefore, the P-Q symbol method cannot only judges the out-of-step between the power systems, but also as early as identify the accurate time.
因此P-Q符号法能有效地识别系统之间的失 步，而且能及早地判断出 失 步的时刻。
Through check, it is found that minimum excitation limit is calculated in P-Q plane, while impedance type loss-of-field protection is analyzed in R-X plane.
“发电厂并网运行安全性评价”要求验证低磁励限制与失磁保护的整定关系，在实际校核中，发现低磁励限制是在P-Q平面进行计算的，而阻抗型失磁保护是在R-X阻抗圆平面进行分析的。
Q comes between P and R in the English alphabet.
英语字母表中，Q在P和R之间。
You pick two huge prime numbers "p" and "q."
首先 选择两个很大的质数“p”和“q”，并对他们求积得到“n=p*q”。
So, unlike the other two methods of inference Q you can't take P implies q , Q not P therefore not Q but , these two are both above approach.
不同与上两个推论方法,不能把P等同于，也不是P，那是无效的，并不能说P暗指Q，，q，therefore，P，that’s，invalid，and，it’s，invalid，to，say，p，implies，q，，没有P因此没有Q，这两种情况都是不同的。
Not P therefore Q. do you remember that argument?
非P所以Q你们记得那个论点吗？
If we got an if then statement are we asserting an antecedent, an if clause or the consequent, Q the then clause, or are we saying if P then Q.
如果我们的论述中有如果,我们在主张先行词，假设条件句或者结果，然后从句，或者我们说如果P那么。
Q Here is a valid argument form. If P then Q. P therefore Q.
这里有一个有效的论点形式，如果P，那么Q，P所以。
Q But If you have P or Q, you see the or is rather different isn't it logically?
但是如果你有P或者，你看到或者就很不同了，逻辑上不是吗？
As you see. So P is: I am hungry. Q is: I can't concentrate.
正像你看到的，P是我饿了，Q是我无法集中精力。
Q can you see how that all cancels each other out? P unless Q.
你们明白这些怎样互相抵消吗？，P除非。
I'd ask you which one you wanted Q but I want you to choose one. You can choose either P or Q.
你们喜欢那些，但是我想让你们选一个，你可以选p或者。
And for that to possibly happen, well, we need certainly some relations between p, Q and r.
要使得这个成立，当然需要一些p,Q,R之间的关系。
Q This is a disjunctive syllogism. P or Q, not P therefore Q.
这个是析取三段论，P或者Q，不是P所以。
If P is false what is the truth value of P and Q.
如果P为假，P和Q真理的重要性是什么？
So, if Q is false P can't be true.
如果Q是假的，P也不会是真的。
How can P and Q be true if Q isn't true.
如果Q不为真，P和Q怎么可能为真。
Q and your just twisted is an insult added on. P unless Q.
你就扭了，加上了人身攻击，P除非。
Because necessary condition for P and Q being true if P and Q are true. Sorry. It is. You all knew that immediately.
因为P和Q为真的必要条件，如果P和Q为真，不是，你们立刻知道了。
What we are saying here is if Q is necessary for P so if Q isn't the case then P isn't the case either.
我们说的，如果Q对于P来说是必须的，所以如果Q不是这样，P也不是这样。
So I can represent it in one line and put P and Q on the same line.
我可以用一句话代表,把P和Q放在同一句话里。
A But I tend to use P Q R for sentences and A for A, now that I have explained it, that should be smaller case.
但是我喜欢用P，Q，R来代表句子，A就代表，我已经解释了，应该是小写的。
That is clearly a valid method that the inference, if P does implies Q that just means If P is true then Q is true too.
这是证明推论的有效方法，如果P暗指Q，那么Q是真的，P也会是真的。
Ok, if I say something is P and Q then I say is that true?
好，如果我说P和Q，那么我说那为真？
Now if I look at P and Q I can say this is true, this whole sentence is true isn't it?
如果我看p和Q，我说都为真，整个句子就为真，不是吗？
I haven't gotten use to truth table but it doesn't really matter Q because they are very easy. True true false false, P and Q.
我没有用真理表格，但是这无所谓,因为很简单，真真假假，P和。
Q And we are looking for an if P then Q.
我们看的是如果P，那么。
Q And we are looking for an if P then Q.
我们看的是如果P，那么。
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