Lanchester

Study of the Aerial Defense Confrontation Model Based on Lanchester Equation

基于兰彻斯特方程的防空对抗模型研究

Air-combat Effectiveness Analysis of Different Information-supporting Based on Lanchester Equation

基于兰彻斯特方程不同信息条件下的空战效能分析

Lanchester missile battle model based on the background of network central war

基于网络中心战背景的Lanchester导弹战斗模型

The model of Multisensor Data Fusion effect in base of Lanchester

基于Lanchester方程的多传感器数据融合效能模型

Modeling and simulation of combating process based on Lanchester equation

基于Lanchester方程的作战过程建模及仿真研究

Stratagems analysis of a class of warfare systems based on Lanchester equation

基于Lanchester方程的一类作战系统谋略分析

Application of case-based study Lanchester function in sea combat

基于案例学习的Lanchester方程在海战中的应用

Lanchester fight theory is the classical theory proposed before high-tech weapons appeared .

Lanchester战斗理论是高技术兵器出现前提出的经典战斗理论。

Evaluation of superiority parameter as well as Lanchester equations is presented in the conclusion .

兰切斯特方程及其解给出了对战役优势参数和数学模型的评价。

The Lanchester Mathematical Model with Battle Selection Pressure

带选择压的兰切斯特战争模型

The Inner Relations Between Lanchester Equations and the Fire Indexes

Lanchester方程与火力指数的内在联系

Analysis on the stratagems for transforming the battlefield situation based on Lanchester Equation

基于兰切斯特方程的态势转化谋略分析

Emulational Method and Its Principle Computing Win-probabilities for Lanchester Operational Course

兰氏作战过程取胜概率仿真计算方法及其原理

According to the relation , the Lanchester missile battle model with the background of network central war is discussed .

依据此关系，建立了具有网络中心战背景的Lanchester导弹战斗模型并对此模型进行了讨论。

Application of Fuzzy Probability to Predict the Lanchester Attrition-Rate Coefficients

应用Fuzzy概率预测Lanchester毁伤系数

As the third side of the fight , meteorological factors are added in the classical Lanchester equations .

本文在关于近代战争的兰彻斯特方程的基础上，将气象条件看作双方军事对抗中的第三方，并把其作为一个可量化的因素加入到该方程中，建立了考虑气象条件的兰彻斯特方程。

The traditional Lanchester function applied in the course of dynamics operation has drawbacks due to limitation of establishing power loss ratio .

分析了传统的Lanchester方程在分析作战动态过程中，求取兵力损耗率系数时有一定的局限性。

Secondly , the influence of time Resolution and time-delay to system Intelligence-supported effectiveness is analyzed by Lanchester equation .

接着以兰彻斯特方程作为工具分析了时间分辨率和系统的情报处理时延对系统作战效能的影响。

I was sitting in the same Cornish cottage reading a new book by John Lanchester .

当时，我正在康沃尔的同一栋别墅里阅读约翰•兰彻斯特（JohnLanchester）的一本新书。

Based on the index method and the Lanchester combat equation theory , the evaluation model of the combat capability of missile combat system is set up .

运用将影响图因子理论与兰彻斯特方程相结合的建模方法，建立了机载火控系统的对空作战效能评估模型。

The Lanchester Combat-Prediction Models with Fuzzy Parameters

模糊参数的兰切斯特预测模型

By the use of Lanchester Equations , an organic relationship is established between fire indexes that determine the attack superiority and weapon assignment principle .

运用Lanchester方程，将决定攻击优势的火力指数与火力分配原则有机地联系起来。

This paper analyses the expression equation and meaning of the Lanchester equation , integrating countermeasure characteristics with the battle pattern of the current multi-dimensional war .

兰彻斯特方程是描述战场对抗的经典公式，新的条件下探索其描述形式具有重要意义。

The results of the model show that war course may not easily develop along the direction of Lanchester 's model and other factors may also effect the direction of war course .

分析结果表明，战争的进程不一定会简单地沿着Lanchester模型进展，其它因素也会影响到战争的发展方向。

In this paper , we prove the Lanchester s equation , discuss varying circumstances of military strength double coefficients and provide a method to calculate the information efficiency .

本文利用斯莱伯原理，对多兵种兰彻斯特战斗方程进行了改进，探讨了兵力倍增系数变化情况，提出了计算指挥情报效率高低的方法。

This paper studies the informationization air-combat effectiveness , then analyzes air-combat effectiveness on condition of different information-supporting and establishes relative Lanchester equation .

本文研究的是信息化条件下空战效能，对不同信息条件下的空战效能进行分析，建立了相对应的兰彻斯特方程。

The simulation and analysis results reveal that the model can demonstrate the evolving process of the land combat under the command and control , and simulate the Lanchester Equation primarily .

仿真及分析结果表明该模型可以反映指挥控制作用下的地面战斗演化进程，初步具备了模拟兰彻斯特方程的能力。

The research also shows that queuing theory and Lanchester equation are powerful to analyze the operation effectiveness of cooperative UAV cooperated with escort free-flight decoy .

研究表明，排队论和Lanchester方程用于伴飞诱饵条件下的无人飞行器协同作战效能研究是有效的。

Finally the new loss prediction model is proposed for the limitations of the classical Lanchester equations that do not take into account weather , terrain , tactics and other important factors .

最后针对经典兰切斯特方程不考虑天气、地形、战术等重要因素的局限性，提出需要考虑地形因素的新的损耗预测模型。

The traditional approaches of combat simulation , such as Lanchester Equations , take combat as a deterministic process . The simulation results are determined only by initial conditions and given parameters .

传统的作战仿真方法（如兰彻斯特方程）将作战视为确定性的过程，作战的结果仅取决于初始条件和假设的参数，无法反映作战的本质特征。