2) Constant stocking rate
常数存放事
3) constant rate stocking
常数放养率
1.
Qualitative behavior for a predator-prey system with Holling type-Ⅲ functional response and with or without constant rate stocking was studied.
在食饵有(或无)常数放养率的情况下,利用Pioncare-Bendixson环域定理及极限环的唯一性定理,对此系统作了完整的定性分析。
4) release rate constant
释放速率常数
1.
soil (f) can be described, and the relation of TN release rate constant (kT) and water temperature (T) can be depicted too.
得出上覆水中氮营养物在静水释放过程中,水中总氮的平衡浓度与水土比的关系;以及释放速率常数与温度的关系式。
5) constant invest rate
常投放率
6) stocking rate
存放率
1.
In this paper the kolmogorov system with constant stocking rate 2 0 1 2 2dd(()) dd()tx x a a x a x y f ty y bx d???? = + ? ?? +??? = ? is considered and the author obtains sufficient and necessary condition for the existence and uniqueness of limit cycle surrounding the positive equilibrium point and for the global stability of the system.
研究一类具有常数存放率的kolmogorov捕食系统20 1 22dd(())dd()xt x a a x a x y fyt y bx d????=+???+???=?得到了极限环存在惟一性的充要条件及系统全局渐近稳定的充要条件,从而推广了前人相关的结果。
2.
In this paper,a predator-prey system while prey has density dependence and constant stocking rate is analyzed,which produces such findings as sufficient conditions for stability of equilibrium points.
研究了一类食饵具有密度制约和常数存放率的捕食系统,通过分析,得到了平衡点的稳定性及极限环存在的充分条件等若干新结果。
补充资料：存放
1.置放。 2.寄存，寄放。
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