METHOD Changes in the paravertebral myoelectric activity in 30 teenagers with specific lateral curvature were recorded before and after the electric acupuncture treatment.

The facet joint morphology of lumbar lateral curvature and clinical significance

腰椎侧弯患者关节突关节形态及其临床意义

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AIM: To explore the application of the orthosis on the rehabilitation engineering, and analyze the therapeutic effects of spinal orthosis in the children patients with idiopathetic lateral curvature.

目的：探求矫形器在康复工程上的运用，分析脊柱矫形器对特发性脊柱侧弯患儿的康复矫治作用。

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Correction effects of the spinal orthosis on idiopathetic lateral curvature

脊柱矫形器对特发性脊柱侧弯的矫正作用

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A comput program including tunneling effect and curvature correction on the thermal rate constants for unimolecular reactions has been introduced.

介绍了一个包括隧道效应和曲率校正的单分子热反应速率常数的计算程序，该程序以微正则速率常数为基础，通过积分的方法求得热速率常数。

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Talking about Earth-Curvature Correction in Trigonometric Leveling

也谈三角高程测量中地球曲率的改正

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Discussion on the curvature correction of rod length of SPT blow count N 63.5

标准贯入击数N（63.5）值杆长弯曲修正的探讨

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Comparison of Several Range Curvature Correction Algorithms

几种SAR距离弯曲校正算法比较分析

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Accurate Method to Calculate Curvature Correction of the Earth in Survey

测量中地球曲率改正的严密计算方法

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The approximate equation of curvature correction factors F_c may be used for engineering in certain region.

曲率修正因子F c的近似计算公式在给定的范围内能够满足工程上的需要。

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An approximate equation of curvature correction factors F_c is proposed.

拟合出了曲率修正因子F c的近似计算公式。

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Numerical techniques related to the calculation of normal vector, tangential velocity, curvature and contact line are explained in detail.

文中介绍了有关泡面法向矢量、切向速度、曲率和接触线等的计算技术。

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Curvature tensor of contact riemannian structure

Contact黎曼结构的曲率张量

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On the complex conformal connection and the Bochner curvature tensor

复共形联络与Bochner曲率张量

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Basic properties of the curvature tensor in Riemannian manifold

黎曼流形中曲率张量的基本性质

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Submanifolds with the Vanishing Normal Curvature Tensor in Locally Symmetric Space

局部对称黎曼流形中法曲率张量场消失的子流形

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Calculation independent component of curvature tensor

曲率张量独立分量的计算

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The relative curvature tensor of two degree of-freedom conjugate surfaces

双自由度共轭曲面的诱导曲率张量

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The quantities ba β are the covariant components of a plane tensor, called the curvature tensor of the surface.

baβ是“平面张量”的协变分量，叫做该曲面的曲率张量。

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The p-elastica, the critical point for the total polynomial curvature functional on those curves with a fixed length satisfying given boundary conditions, is discussed.

主要研究了在具有固定长度、且满足给定边界条件的曲线上定义的总多项式曲率泛函的临界点，即所谓p-弹性曲线。

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The object of the paper is a kind of complete minimal surfaces in R~ 3, which have finite total curvature and special type end.

本文的研究对象是R~3中的全曲率有限的、具有特殊开口类型的、完备定向极小曲面。

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