• LD系列使用更高镜头平移空间也同样可以保持较低畸变较少的像差。

    VS-LD Series maintains low distortion and less shading by utilizing a higher amount of lens shift.

    youdao

  • 例如欧氏空间旋转平移都不会改变。

    For example, Euclidean space is invariant under rotations and translations.

    youdao

  • 本文着重分析可能出现平移赝对称形式低级系所属的74个空间导出对称形式。

    The present paper discussed some possible translational types in detail, and derived the elements of the pseudo-symmetry for the low symmetry crystal systems (74 space groups).

    youdao

  • 方法仅需4对消隐象面坐标便线性求解旋转矩阵,再2个空间坐标便可线性求解出平移矢量

    The rotation matrix can be linearly acquired by using only 4 vanishing points and the translation vector can be linearly solved by using only 2 spatial point objects.

    youdao

  • 根据空间力系质心坐标公式力矩平移定理求得整车动力学参数

    Then obtaining the whole car dynamics parameters based on mass center coordinates formula of space force system and torque translation theorem.

    youdao

  • 给出了线性空间几个平移性质及其应用

    In this paper, some properties of translation and application for ball in normed linear space are given.

    youdao

  • 文章阐述了空间交会最终平移制导设计方法

    The design method of the guidance strategies for the final translation of space rendezvous is investigated in this paper.

    youdao

  • 给出关联空间及其绝对关联度概念基础上,提出一种保持平移变换不变的绝对关联度计算公式

    On the basis of these conceptions, we advance the computational formula of the absolute incidence degree, which keep invariant of translational transformation, and give a computation example at last.

    youdao

  • 给出了一个新的用于线性时变参数结构系统模态参数识别基于固定长度平移投影估计推子空间方法

    A novel recursive subspace method is developed based on fixed length moving window (FLMW) projection approximation used for estimating the modal parameter of linear time-varying structural system.

    youdao

  • 本文根据平移变子空间尺度分解理论系统结地构造各类条多分辨分析

    Several types of spline multiresolution analyses are constructed systematically simply based on the general decomposition theory of two-scale shift-invariant subspaces.

    youdao

  • 利用模糊平移研究了模糊仿射空间模糊向量子空间相互关系

    The relations of a fuzzy affine space and a fuzzy subspace are investigated by using a translation of fuzzy set.

    youdao

  • 获得图像特征描述符具有旋转平移尺度变性优点,能够描述图像的形状空间分布信息

    And the image feature descriptor has a rotation, translation, scaling invariance, etc. it can be a very good to describe the shape and spatial distribution of information.

    youdao

  • 插值小波根据插值函数建立迭代函数序列进行伸缩平移空间序列。

    M-band interpolatory wavelet packets is a sequence space spanned by dilation translates of a iterate function sequence obtained by a cardinal interpolation function.

    youdao

  • 首先我们放松了对不确定限制,把鲁棒线性最优化拓展到凸空间平移的不确定集的情形。

    First, we relax the uncertainty set to be intersection of a closed convex cone and the translation of an affine subspace.

    youdao

  • 为了表示图像空间分布信息一种疾病矩阵具有的图像内容旋转平移的不变性设计

    In order to represent the spatial distribution information of image, a disorder matrix, which has the invariance to the rotation and translation of the image content, has been designed.

    youdao

  • 方法克服了传统刀口扫描法缺陷, 消除了由于离散型光学元件的离散性产生的空间平移不变性影响减小了测量误差,提高精确度

    The method avoids the influence of non-isoplanantic result from the dispersancy position between the edge and the array for measured MTF, and its precision was improved accordingly.

    youdao

  • 方法能够克服空间噪声影响,所估计参数自动配对阵列孔径损失并且适用发射接收阵列满足平移不变结构的情况。

    This method can eliminate the effect of the spatial colored noise and pair the parameters automatically without array aperture loss, and is applicable to senor arrays without an invariance structure.

    youdao

  • 本文他们的基础上提出一种实现空间平移不变一定的角度范围内转动不变的特征识别方法给出相应的滤波器设计具体公式。

    Based on their method, we suggest a new filter design for space-invariant and rotation-invariant in a given Angle range pattern recognition system.

    youdao

  • 本文他们的基础上提出一种实现空间平移不变一定的角度范围内转动不变的特征识别方法给出相应的滤波器设计具体公式。

    Based on their method, we suggest a new filter design for space-invariant and rotation-invariant in a given Angle range pattern recognition system.

    youdao

$firstVoiceSent
- 来自原声例句
小调查
请问您想要如何调整此模块?

感谢您的反馈,我们会尽快进行适当修改!
进来说说原因吧 确定
小调查
请问您想要如何调整此模块?

感谢您的反馈,我们会尽快进行适当修改!
进来说说原因吧 确定