1) Nonlinear Dynamic Model Constructing
非线性动力学模型构建
2) nonlinear dynamics model
非线性动力学模型
1.
A nonlinear dynamics model for describing the friction contact was built on the basis of the vibration theory.
针对细长抽油杆上下往复运动时沿井深与井眼圆周方向产生摩擦接触的问题,根据振动理论,建立了抽油杆柱非线性动力学模型。
3) nonlinear kinetic model
非线性动力学模型
1.
A nonlinear kinetic model in isothermal branched-chain or autocatalysis chemical reaction in the CSTR;
CSTR反应器中简单的分枝链式或自动催化反应的非线性动力学模型
4) non-linear dynamic model
非线性动力学模型
1.
From the point of view of non-linear dynamic theory,its dynamic features is studied, based on time sequence data of coal required quantity,calculation characteristics of phase space and its attractors which describe the system and non-linear dynamic model for predicting coal required quantity is set up, at last, the time scale for predicting coal required quanti.
以煤炭需求量时间序列数据为基础，从非线性动力学观点出发，研究其所蕴含的动力学特征；求解描述该系统的相空间特征及其吸引子，建立煤炭需求量预测非线性动力学模型，采用Ｋｏｌｍｏｇｏｒｏｖ熵分析给出煤炭需求量确定性预测的时间尺度。
5) nonlinear dynamical model
非线性动力学模型
1.
In this paper,an attitude space of logistic park and structure of logistic industry have been set up,and a nonlinear dynamical model for park s enterprises is established.
文中论述了园区企业的迁移规律,构建了物流园区的态度空间和物流产业构形,建立了园区物流企业迁移的非线性动力学模型。
6) nonlinear dynamic model
非线性动力学模型
1.
A nonlinear dynamic model that re-constructs signals with polynomial fitting is introduced and a dynamic classifier is built.
文章介绍了以多项式拟合的方法进行信号重构的非线性动力学模型,选取少量的拟合系数作为衡量信号与干扰的特征差异的表征量,构成“动力学分类器”。
2.
According to actual working conditions of the coal plow, and considering the factors of forces of coal, pretension force of plow chain and sprocket polygon effect, nonlinear dynamic model of the coal plow is presented.
根据刨煤机实际运行工况,考虑煤壁作用力、刨链预紧力、链轮多边形效应等因素影响,建立了刨煤机非线性动力学模型。
3.
Through setting up the nonlinear dynamic model of the tourism activities and tourism ecology capacity,their essential relationship is also analyzed.
本文从非线性动力学观点出发,构建二者非线性动力学模型,并进行平衡态分析。
补充资料：非线性药物动力学
分子式：
CAS号：
性质：药物代谢动力学参数随剂量(或体内药物浓度)而变化的代谢过程如生物半衰期与剂量有关，又称剂量依赖性动力学。它具有以下特点：药物代谢不遵守简单的一级动力学过程，而遵从Michalis-Menten方程；药物的消除半衰期随剂量的增加而延长；血药浓度-时间曲线下面积(AUC)与剂量不成正比，当剂量增加时，AUC显著增加；平均稳态血药浓度也不与剂量成正比。
CAS号：
性质：药物代谢动力学参数随剂量(或体内药物浓度)而变化的代谢过程如生物半衰期与剂量有关，又称剂量依赖性动力学。它具有以下特点：药物代谢不遵守简单的一级动力学过程，而遵从Michalis-Menten方程；药物的消除半衰期随剂量的增加而延长；血药浓度-时间曲线下面积(AUC)与剂量不成正比，当剂量增加时，AUC显著增加；平均稳态血药浓度也不与剂量成正比。
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