巨涡旋态的角动量量子数为L，波函数分布呈轴对称。

The giant vortex state is circular symmetric with a fixed value of angular momentum l.

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初始变形和受荷变形均假定为正弦函数分布，并可按照需要进行应力修正。

Both initial and added deflection modes are simplified as trigonometric functions and the stress distribution can be revised if necessary.

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讨论了计算温度场的热源模式，给出以高斯函数分布和双椭圆体能量密度分布的两种热源模式。

Heat source models for calculating temperature field were discussed, Gauss distributed source model and double ellipsoid heat source model were established.

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And then I could also do a Gaussian one here, with the mean of and the standard deviation of volatility divided by 2.

然后我在这里再写一个高斯分布的函数，它的浮动值的平均值和,标准偏差值都除了2。

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So, we can look at other radial probability distributions of other wave functions that we talked about.

我们可以来看一看我们讨论过的,其它一些波函数的径向概率分布。

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And then I'll create this function, d1 this distribution d 1, which will, whenever I call it, give me a random, a uniformly selected value between minus and plus volatility.

然后我会创建这个函数，这个概率分布，每次我调用这个函数的时候，他会给我返回一个随机的，按照均匀分布,从正负浮动值之间选择的值。

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