• 创建表面使用扫描第2相切选项为了实现切线选项,必须建设中的表面部分

    Create the surface using sweep 2 rails with the tangency option on. To achieve tangent option you will have to build the surface in parts.

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  • 法院广场相切的那条街上的办公室门,走过了条街回到家

    He closed his office on the street tangential to the courthouse square and walked the two blocks to his house..

    《柯林斯英汉双解大词典》

  • 实际上不对的,因为这个这个坐标轴相切

    But, actually, that is not true because here the circle is tangent to the axis.

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  • 例如某些情况下,如果已知向量曲线相切或者一个常数等等,那么结果简单

    And, in some cases, for example, if you know that the vector field is tangent to the curve or if a dot product is constant or things like that then that might actually give you a very easy answer.

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  • 一条曲面相切直线

    And that line is tangent to the surface.

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  • 速度向量总是曲线相切

    So, the velocity vector is going to be always tangent to the curve.

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  • 一种方法,函数不变方向是,是等值面相切的方向。

    The other way to think about it, the direction in which the value doesn't change is a direction that's tangent to the level surface.

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  • 等值相切的,对不对

    It's going to be tangent to the level surface, right?

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  • 只是沿着曲线流动所以通量零,FC相切

    They are just flowing along the circle around and around so the flux will be zero. F now is tangent to c.

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  • 我们做过若干了,沿着向量相切

    If you remember what we did several times, well, along the circle that vector field now is tangent to the circle.

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  • 一个向量其中旋转轨道z轴为圆心圆周,并且这个向量场每个相切

    That is a vector field in which the trajectories are going to be circles centered in the z-axis and our vector field is just going to be tangent to each of these circles.

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  • 特别地,有一种简单情况不用计算的,向量曲面相切没有通量

    In particular, an easy case where you know you can get away without computing anything is, of course, if your vector field is tangent to the surface because then you know that there is no flux.

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  • α,该点相切

    The angle of alpha will then be tangential to this point.

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  • 应力互等定理可知截面边缘各点处切应力方向圆周相切

    Based on shearing stress Theorem, we know that the shearing stress direction of all the spots on the edge of circular cross-section should be tangent to the circle.

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  • 利用拉格朗日乘子求解二次曲线二次曲面之间最小距离,给出曲线曲面相切条件

    With the Lagrange multiplier method, the minimum distance of the center of a circle and a quadric surface was provided and the tangency condition of curve and surface was given.

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  • 受益者中的一些联想这些攻击电视他们电脑上劳动时间相切合。

    Some of the victims made the association that these attacks coincided with watching television or from working at their computers.

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  • 意味着最终会上面一个-,这条直线有效边界相切的,后者包含了所有资产组合

    That means that you want to pick, ultimately, a point on this — this line is tangent to the efficient portfolio frontier with all the other assets in it.

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  • 依托元体模型讨论了针对基元关系转换——相切关系转为相接关系截切关系转为相交关系;

    The influence of the conversion of the primitive relation and the adjustment of the primitive position and shape for composing information in the primitive model tree is discussed.

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  • 其二为修整线接触,展成的等螺距齿理论轨迹曲面沿某一空间曲线近似相切

    The new tooth surface can be prolonged by the normal profile of the internal toroidal surface, or replaced by an equal pitch helical surface.

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  • 描述了一种给定多边形相切有理样条曲线算法

    An algorithm for constructing rational spline closed curve which is tangent to the given polygon is described.

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  • 它们二者之间错综复杂关系正好几何上用来描述两个物体之间“相交、相切关系极为相似。

    There are complex relations between football and religion, which this relationship is just the same as the " Intersection, Comparing away, cut"in the geometry.

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  • 基于,论文首先阐述教师课堂教学实践智慧生成前提和基础,时代相切教师个人教学哲学观,重点论述其构成要素知识、认知观、学生观、自我观的转型和构建;

    So this paper firstly elaborated the teacher's own philosophy as the premise to generate the wisdom of classroom instruction, which had better accordance with the new concepts about education.

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  • 不论如何,当坐下考虑进行文章相切的主题以及内心交流时,我提出问题上帝啊这个星期想让订购书籍的人们分享些什么呢?

    Well, anyway, before I go off on a tangent as I sat down to write this article and connected to my spirit, I asked the question, "God, what is it you want me to share with the subscribers this week?"

    youdao

  • 不论如何,当坐下考虑进行文章相切的主题以及内心交流时,我提出问题上帝啊这个星期想让订购书籍的人们分享些什么呢?

    Well, anyway, before I go off on a tangent as I sat down to write this article and connected to my spirit, I asked the question, "God, what is it you want me to share with the subscribers this week?"

    youdao

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