i mean it might be slightly curvy, but roughly it looks like a parallelogram in space.
或者说它可以有轻微的弯曲,但它大体上像一个平行四边形。
parallelogram is always an important part of mathematics and is arranged as the content of grade two of junior school.
平行四边形一直是数学课程内容之中比较稳定的内容,被编排在初中二年级学习。
the base is a parallelogram in space with sides b and c how do we find the area of the parallelogram in space?
底面就是一个以向量b和c为边的平行四边形,我们怎么才能计算出这个平行四边形的面积?
you will get some sort of mesh grid on your surface and you will look at a little parallelogram that is an elementary piece of that mesh and figure out what is its area and normal vector.
在曲面上做一些网格,你会看到一个网上的每一小块儿,都是小的平行四边形,我们要弄清楚它的面积和法向量是什么。
so, the area is approximately equal to one half of the area of a parallelogram that i could form from these vectors.
这面积,约等于平行四边形的一半,我能用向量表示它。
that「s 5. ok, this parallelogram is apparently five times the size of this square.
答案是5,目前为止,这个平行四边形的面积,是那个正方形面积的5倍。
what passes through a portion of c in unit time is the contents of a parallelogram whose base is on c.
单位时间内,通过一部分c的流体,就是一个底在c上的平行四边形里面的东西。
and, the area of a parallelogram is given by the magnitude of a cross product.
这平行四边形的面积,等于叉积的模长。
here is a better picture. i claim that what will be going through c is this shaded parallelogram to the left of c.
这里有幅更好的图,通过c的流体将是在的c左边,带阴影的平行四边形。
because, if you think for a second, here we used,of course, a rectangle in the x, y plane and we lifted it to a parallelogram and so on.
如果你想一下,这里用在xy平面上的矩形,将它往上抬升,变成平行四边形。
to know how big this parallelogram is i would like to use base times height or something like that.
为了求出这平行四边形的面积,可以用底乘高,或类似的方法来做。
sure, the parallelogram still has the same area, and it」s still in the same plane.
当然这个平行四边形还是有同样的面积,也在同一个平面上。
there「s another way you can do it and i call that 「the parallelogram method.」
矢量相加还有一种方法,我称为“平行四边形法
a new type of exoskeleton mechanism has been developed by combination of parallelogram link and gear.
利用平行四边形连桿和齿轮的组合设计了一种外骨骼机构。
let」s try to understand how big this parallelogram is.
这个平行四边形有多大呢?
there, maybe it will look like, actually, if you see that these are linear changes of variables, you know that the rectangle will become a parallelogram after the change of variables.
在uv坐标系中,它也许看起来像这样,实际上,如果你看到了这些变量的线性改变,你就会知道在进行变量替换之后,长方形就会变成平行四边形。