• F is a gradient field. Why?

    为什么要说F一个梯度

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  • Now it should be a gradient field.

    那么应该就是一个梯度

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  • So, it's a gradient field.

    就是梯度

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  • Say that it is a gradient field.

    如果F梯度

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  • So, indeed, this is not a gradient field.

    因此不是一个梯度

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  • Add a Gradient Overlay.

    添加一个渐变

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  • It's not a gradient.

    不是梯度

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  • Yes? How do I know the direction of a gradient?

    怎样知道梯度方向

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  • This background has a gradient applied to it.

    背景应用渐变

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  • The problem is not every vector field is a gradient.

    问题不是所有向量都是梯度

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  • It is a gradient field. We need three conditions.

    一个有势我们需要三个条件

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  • So how do we get a gradient background on a shell?

    那么如何在shell得到渐变背景色呢?

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  • The question is for which value of a is this a gradient?

    问题a取多少时,梯度场?

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  • We have said if we have a gradient field then we have this.

    如果一个梯度得到这个

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  • If you have a gradient field then it should have this property.

    如果给定一个梯度那么应该满足这个性质

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  • You know it's a gradient, f and you know the function, little f.

    如果知道梯度相应地有一个函数

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  • Yes? How do you determine whether something is a gradient or not?

    怎样确定一个是不是梯度?

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  • So, if you have a gradient field, it's what's called conservative.

    如果梯度也是一个保守场。

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  • This design sucks...I'll add a rectangle with a gradient fill!

    这个设计太难看了这里加上一点渐变填充方块

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  • And that means also it's a gradient field. It's the same thing.

    意味着,F是个梯度一样的。

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  • An image is used in the background to provide a gradient to white.

    背景使用一个图像提供白色逐变

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  • Check the Bending Options to apply an Inner Shadow and a Gradient Overlay.

    确保混合选项中应用阴影渐变叠加

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  • So, in particular, only if you have a conservative field, a gradient field.

    特别地,当是保守,即有势场时才可以使用。

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  • One is to say that the vector field is a gradient in a certain region of a plane.

    一个向量,给定平面区域内是梯度场。

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  • The question is for which value of a is this going to be possibly a gradient?

    问题a多少时,可能是个梯度

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  • The main difference is the addition of a gradient to give it a fresher aesthetic.

    主要变化增加色彩渐变,使得视觉上更加美观。

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  • And, of course, it is not a coincidence because this vector field is a gradient field.

    当然并非巧合因为这个向量有势场。

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  • It changes things quite a bit, however, when it comes to testing whether a field is a gradient field.

    然而考虑是否是一个有势场时,极大的影响。

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  • If we have a vector field that cannot possibly be a gradient then we shouldn't try to look for a potential.

    如果一个向量可能梯度场,我们就不应该尝试找势函数。

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  • This style is set to reflect the heading five pixels below it, with a gradient effect applied to the reflection.

    设置这个样式标题下方5个像素处反射标题,倒影应用一个渐变效果

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