The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析了自消差方法检验凸二次的实际可用范围。

Concentric spheres are parallel.

同心是平行的。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散的化模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析了带有轴对称锥过环壳的舱壁的结构组成、受力工况、强度与稳定性要求,用有元方法对各参数进行了强度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了有集的伪对称性可以完全由其特征多项式的根来刻画，并得到了在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析自消球差方法检验凸二次非球面的实际可用范围。

Concentric spheres are parallel.

同心球面是平的。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本高屈光度眼用透镜消除离轴像散的非球面化模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析带有非轴对称球锥过环壳的球面舱壁的结构组成、受力工况、度与稳定性要求,用有限元方法对各参数进度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本证明球面有限点集的伪对称性可以完全由其特征多项式的根来刻画，并得到在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析了自消差方法检验凸二次非面的实际可用范围。

Concentric spheres are parallel.

面是平行的。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散的非面模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析了带有非轴对称锥过环壳的面舱壁的结构组成、受力工况、强度与稳定要求,用有限元方法对各参数进行了强度与稳定。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了面有限点集的伪对称可以完全由其特征多项式的根来刻画，并得到了在度量加运算下伪对称具有封闭.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析了自消差方法检验凸二次非实际可用范围。

Concentric spheres are parallel.

同心是平行。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散非化模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析了带有非轴对称锥过环壳舱壁结构组成、受力工况、强度与稳定性要求,用有元方法对各参数进行了强度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了有点集伪对称性可以完全由其特征多项式根来刻画，并得到了在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分消球差方法检验凸二次非球面的实际可用范围。

Concentric spheres are parallel.

同心球面是平行的。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散的非球面化模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分带有非轴对称球锥过环壳的球面舱壁的结构组成、受力工况、强度与稳定性要求,用有限元方法对各参数进行强度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明球面有限点集的伪对称性可以完全征多项式的根来刻画，并得到在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析了自消球差方法检验凸球面实际可用范围。

Concentric spheres are parallel.

同心球面是平行。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散球面化模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析了带有轴对称球锥过环壳球面舱壁结构组成、受力工况、强度与稳定性要求,用有限元方法对各参数进行了强度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了球面有限伪对称性可以完全由其特征多项式根来刻画，并得到了在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析了自消差方法检验凸二次非际可用范围。

Concentric spheres are parallel.

同心是平行。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散非化模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析了带有非轴对称锥过环壳舱壁结构组成、受力工况、强度与稳定性要求,用有限元方法对各参数进行了强度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了有限点集伪对称性可以完全由其特征多项式根来刻画，并得到了在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析了自消球差方法检验凸二次非球面的实际可用范围。

Concentric spheres are parallel.

同心球面是平行的。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散的非球面化模。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析了带有非轴对称球锥过环壳的球面舱壁的结构组成、受力工况、强度与稳定性要求,用有限元方法对各参数进行了强度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了球面有限点集的伪对称性可以完全由其特征的根来刻画，并得到了在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析自消球差方法检验凸二次非球面的实范围。

Concentric spheres are parallel.

同心球面是平行的。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼透镜消除离轴像散的非球面化模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析带有非轴对称球锥过环壳的球面舱壁的结构组成、受力工况、强度与稳定性要求,有限元方法对各参数进行强度优化与稳定性优化。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文球面有限点集的伪对称性以完全由其特征多项式的根来刻画，并得到在度量加运算下伪对称性具有封闭性.

The convex aspheric surface has self-aplanatic capability.The range that can be utilized in practice was studied.

分析了自消球差方法检验凸二次非球面的实际可用范围。

Concentric spheres are parallel.

同心球面的。

In this paper, model of aspherisation for higher-dioptry spectacle lens is investigated.

本文研究高屈光度眼用透镜消除离轴像散的非球面模式。

In the article we analyse the structure compose,the endure force status,the request of strength and stability on the domed bulkhead with nonaxisymmetry sphere-conical transitional annulated shell.

系统分析了带有非轴对称球锥过环壳的球面舱壁的结构组成、受力工况、强度定性要求,用有限元方法对各参数进了强度优定性优。

In this paper, we show that the Pseudo-Symmetric property of spherical point set can be characterized by the eigen values of eigenpolynomial and it has the closeness under the metric sum operation.

本文证明了球面有限点集的伪对称性可以完全由其特征多项式的根来刻画，并得到了在度量加运算下伪对称性具有封闭性.