Optimization design and experiment of journal bearing with deep transition cavity

Experimental study on dynamic characteristics of journal bearing by hammer impulse method

滑动轴承动态特性的锤击法试验研究

Research of the Coupling Algorithm in Elastic Deformation of Journal Bearing

滑动轴承弹性变形的耦合算法研究

A Static Performance Analysis and Experimental Study of Aerostatic Journal Bearing

气体静压轴颈轴承的静特性分析及其实验研究

Experimental Research on the Fatigue Strength of Journal Bearing under Dynamic Load

动载荷滑动轴承的疲劳试验研究

Study on Shape Functions and Optimization Design Theory for Hydrodynamic Journal Bearing

动压径向轴承形状泛函与优化设计理论研究

Research of Dimensional Analysis in Similarity Design of Journal Bearing

量纲分析法在滑动轴承相似设计中的研究

An Application of Fuzzy Theory on Dynamic Characteristics Data Fusion of Journal Bearing

模糊理论在滑动轴承动特性数据融合中的应用

Research and Analysis of Two dimensional Friction Contact of Journal Bearing

滑动轴承二维动态摩擦接触的分析研究

Simulation Analysis on Stability of Profile Parameters of Precision Journal Bearing System

精密轴系轮廓参数稳定性的模拟分析

A Test Method of Journal Bearing Performance Based on CAT

一种基于CAT的滑动轴承特性测试方法

Distribution calculation and optimization design of journal bearing based on MATLAB

基于MATLAB的动压轴承压力分布计算和优化设计

Dynamic Characteristic Analysis of High Speed Journal Bearing and Rotor System

高速滑动轴承&转子系统的动态特性研究

At present, it has been widely applied to many fields such as cylinder, journal bearing, and mechanical seal.

目前，表面织构已经在缸套、滑动轴承和机械密封等工程技术领域中获得了成功的应用。

The inherent stability of the tilting-pad journal bearing is described.

论述了可倾瓦径向滑动轴承具有高稳定性的本质；

Jordan Canonical Form and the Minimal polynomial of Matrix

Jordan标准形与矩阵最小多项式

The Least Polynomial and the Jordan Canonical Form of Adjoint Matrices

伴随阵的最小多项式和Jordan标准形

Study the Existence of the Jordan Canonical Form of a Complex Matrix from the Module Viewpoint

模观点下看矩阵Jordan标准形的存在性

A Simple Proof of Jordan Canonical Form of Matrices Over Quaternion Field

四元数矩阵Jordan标准的简单证明和算法

The problem of Jordan canonical form of a grey matrix is discussed in this paper.

本文讨论了灰色矩阵的约旦（Jordan）标准形问题。

An algorithm for determining Jordan canonical form of a real Unsymmetric Matrix

确定实非对称矩阵Jordan标准型的一种算法