1.
Stability research on elliptic paraboloid suspen-dome of Changzhou Municipal Gymnasium
常州市体育馆椭圆抛物面弦支穹顶稳定性研究
2.
The self-vibration characteristics analysis of three way single layer elliptic paraboloid web shells
三向型单层椭圆抛物面网壳的自振特性分析
3.
THE NONLINEAR VIBRATION OF ELLIPTIC PARABOLOID CABLE NET USING CARBON FIBER CABLES UNDER FOUNDATION DISPLACEMENT EXCITATION
基础位移激励下椭圆抛物面碳纤维索网的振动
4.
STUDY ON THE DYNAMIC CHARACTERISTICS AND THE FUNDAMENTAL FREQUENCY PRACTICAL FORMULA FOR SINGLE-LAYER ELLIPTICAL PARABOLIC LATTICED SHELL
单层椭圆抛物面网壳自振特性分析及实用公式
5.
Wind-induced vibration coefficient for elliptic paraboloid suspension-dome of large rise-span ratio
高矢跨比椭圆抛物面弦支穹顶风振系数研究
6.
Elasto-plastic stability of single-layer elliptic paraboloidal reticulated shells
单层双曲椭圆抛物面网壳弹塑性稳定性能
7.
Study on the Dynamic Stability Characteristics of Three-dimensional Frame of Single Layer Elliptical Parabolic Latticed Dome
三向单层椭圆抛物面网壳结构的动力稳定性分析
8.
Nonlinear vibration of elliptic hyperbolic net using carbon fiber reinforced polymer
椭圆双曲抛物面碳纤维索网非线性固有振动
9.
CALCULATION OF TURBULENT WAKE OF CASCADES WITH ELLIPTICAL AND PARABOLICAL METHODS
用椭圆型、抛物型两种方法计算平面叶栅湍流尾迹
10.
A Free Boundary Problem with Elliptic-parabolic Equations System;
一个椭圆—抛物方程组的自由边界问题
11.
An Algebraic Condition for the Positional Relationship of an Ellipse and a Parabola (Hyperbola)
椭圆与抛物线及双曲线位置关系的代数条件
12.
The elliptic and parabolic arcs can be represented exactly by the CT-Bézier curve.
利用CT-Béz ier曲线能精确表示椭圆与抛物线弧。
13.
Regularity on the Solutions to Elliptic Equations and Parabolic Equations with Discontinuous Coefficients;
具有不连续系数的椭圆与抛物方程解的正则性
14.
Some Research into Structure of Solutions for Parabolic and Elliptic Equations(Systems);
一类抛物型和椭圆型方程（组）解的结构研究
15.
Homogenization of a Class of Degenerate Elliptic and Parabolic Equations;
一类退化椭圆问题和抛物问题的均匀化
16.
a surface having parabolic sections parallel to a single coordinate axis and elliptic sections perpendicular to that axis.
具有平行于一个坐标轴的抛物线部分且垂直于同一个轴的椭圆形部分的表面。
17.
Stress-strain analyses of sand-EPS lightweight-bead fills based on elliptic-parabolic yield surfaces model
基于椭圆–抛物双屈服面模型的砂–聚苯乙烯颗粒轻质填料应力应变分析
18.
The algebraic condition can be represented by the distribution of the roots of the generalized characteristic equation of the ellipse and parabola (hyperbola).
这些代数条件表示为由椭圆与抛物线,椭圆与双曲线确定的广义特征多项式的根的分布。