对阶(exponent matching)是指将两个进行运算的浮点数的阶码对齐的操作。对阶的目的是为使两个浮点数的尾数能够进行加减运算。
本文通过对阶次跟踪的分析,找到了一种实现旋翼同方位数据采集的新方法。
Through the analysis of order tracking, this paper find a new method that realize orientation data sample in rotor test.
文章对阶的估计作了一些探讨,给出了一些有用的性质定理,并在此基础上简要地讨论了阶的估计在分析中的应用。
In this paper, we probe rank estimation and propose some theorem and property, and discuss the application of the rank estimation in mathematic analysis.
他对每一阶都进行了必要的精确计算并发现它们都是符合实验结果的,而我听到这后也是舒了一口气。
He made the necessary calculations to all orders of accuracy and found that they did fit, and I was very relieved to hear about it.
Okay, good, so what we're going to do is we're going to differentiate this thing to find a first order condition.
好吧,那我们接下来,对它求导后找出一阶条件
Of course, you can take a function and take derivatives any number of times.
当然,你可以随意拿一个函数,对它求任意阶的导数
So I differentiated this object, this is my first derivative and I set it equal to 0 Now in a second I'm going to work with that, but I want to make sure i'm going to find a maximum and not a minimum, so how do I make sure I'm finding a maximum and not a minimum?
这样我就对它求出导数了,这是一阶导数,令它等于0,一会我们就要计算了,但我先确定一下是最大值还是最小值,我怎么确定是最大值还是最小值呢
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