地理参数 meaning in English
geographic factor
Examples
- The main contents and research results are as follows : ( 1 ) the characteristics and the development of basin models and basin simulation technology were systematically studied in this dissertation
研究工作主要围绕如何将流域科学地划分为地理上相对均一的离散单元以及离散单元的地理参数提取等问题而展开。 - According to the characteristics of the ship targets in sar image , it is proposed that there are three types of ship feature . they are geometry feature , geographic feature and kinetic feature . the parameter calculation methods pre also given
根据sar图像上舰船目标特点，提出将舰船的特征参数分为三类：几何参数、地理参数、运动参数，并给出参数的定量计算方法。 - Based on studying of the unequal rainfall in space - time and the asymmetry physical geography parameters in space , which can influence the process of the runoff , this paper puts forward a sort of slope conflux and watercourse conflux simulating model based on grid , and that gains flux at random time and grid in basin
本模型针对降雨时空分布不均匀与下垫面自然地理参数空间分布不均匀，对产汇流形成过程的影响，提出了一种基于栅格的坡面产汇流与河道汇流的数值模拟模型。 - This paper is an academic thesis about remote sensing information model and geographical mathematics . the author have studied a lot of remote sensing information models and geographical image information models . according to geographical regularity the author advance non - linear mathematics method which is geographical complex phenomena both of certainty and uncertainty to combine in an equation . that is from formal logic inferring to dialectical logic calculation . moreover , it is from abstract thinking to both of abstract and visualized thinking , which is image joining equation calculated . make a suggestion that the geographical parameters are different from the physics variables . thus initiate based on geographical science for mathematics . there are 4 parts as follows in this paper : the regularity of geographical phenomena ; general equation of remote sensing information model ; geographical parameters and geographical indexes ; significance of geographical image information models
从大量的遥感信息模型，地理图像信息模型的实践中，提出符合地理科学自身规律的非线性数学方法，解决了确定性与不确定性结合的宏观复杂性问题。从形式逻辑推理发展到辩证逻辑的计算，从抽象公式的计算发展到抽象思维与形象思维结合的公式与图像结合的计算。提出了物理变量与地理参数的区别，从而开创了以地理科学为背景的数学研究，进而为发展地理数学奠定了基础。