1) Mathematical-Physical model
数学物理模型
1.
The authors have tentatively constructed a mathematical-physical model for the distribution of such effusive halos and probed into the possibility of applying this model to interpreting measured geoelectric chemical anomalies.
笔者初步建立了这种射流晕分布的数学物理模型 ,探讨了利用所建立的数学—物理解释实测地电化学异常的可能
2.
A mathematical-physical model to calculate the effective resistivity of printing ink was proposed.
提出了估算油墨等效电阻率数学物理模型,建立了油墨等效电阻率与颜料颗粒半径、颗粒间距、颗粒与溶剂(连接料)电阻率等参数之间的关系,通过计算研究了这些参数及颜料颗粒与溶剂体积比对油墨等效电阻率的影响,并利用实验对计算结果进行了验证,取得了一致的结果。
3.
In order to realize a guidance for making electroconductive printing ink,an ideal random mathematical-physical model is proposed and can be used to calculate the effective resistivity of printing ink.
为了实现对特定要求导电油墨配制的配前指导,建立了油墨等效电阻率与颜料颗粒半径、颗粒间距、颗粒与溶剂(连结料)电阻率等参数之间关系的理想随机数学物理模型。
3) mathematical physics model
数学物理模型
1.
Study on mathematical physics model of DC PD repetition rate;
直流下局部放电重复率的数学物理模型
2.
Based on the qualitative analysis on deflection of Xianju dam, the deflection prediction equation was proposed and the effect of water level, temperature and time were discussed by using mathematical physics model.
在对仙居水电站大坝挠度进行定性分析的基础上,结合数学物理模型,拟合出大坝挠度预报方程,并对方程中水位效应分量、温度效应分量以及时间效应分量进行讨论,证实了大坝挠度变形一般规律。
4) theoretical model
数学物理模型
1.
The paper analysis the theoretical model for heat and dynamic characteristic of a hot particle moving in coolant liquid under film boiling and develops a mathematical model on the base of the mass, momentum and energy conversation equations of liquid film.
对膜态沸腾条件下冷液中运动高温球传热阻力耦合特性理论模型进行了分析,以液膜质量、动量和能量守恒方程为基础,结合对高温颗粒在冷却剂中运动的详细受力分析,提出了一个基于特殊复合结构的高温颗粒在冷却剂中运动的传热阻力数学物理模型。
5) mathematics and physical model
数学物理模型
1.
Based on a great deal of experiments, the mechanics parameters of mathematics and physical model when cutting soil backwardly using two different cutting tool of stabilizer are determined, such parameters as maximum cutting force P τ max , etc.
在大量试验的基础上 ,确定了稳定土拌和机以两种不同型式的刀具反转切削土壤时 ,其工作过程数学物理模型的各力学参数 ,并对最大切削力 Pτmax 等参数作了分析讨论。
6) math-physical model
数学-物理模型
1.
The omni bearing index M of hygienie quality information and its math-physical model;
卫生质量信息的数学-物理模型及全方位指数M
补充资料:《大地测量学的数学和物理学原理》
见F.R.赫尔默特。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
参考词条