So this allows this, this fact that this is faster, that allows us to use a steady state approximation. 所以这允许这个,这个更快的事实,允许我们使用稳态近似。
The importance of the steady state approximation is that it greatly simplifies the solution of the rate equations in complex consecutive reaction pathways. 稳态近似法的重要性是,它大大简化了在复杂的连串反应途径中速度方程的求解。
And this is going to be the steady state approximation. 这会是稳态近似。
If we use the steady state approximation to treat this scheme, the equations derived are more complex. 如果我们对图解用稳态近似法去处理,则推导出的方程比较复杂。
Questions on steady state, before we go to the next approximation. 有关于稳态的问题吗?,在我们进行下一个近似前。
The two examples are basically very similar in their use of the steady state approximation. 这两个例子在对稳态近似的,使用方面基本上很相似。
Which is the steady state approximation, where one rate, the rate to go into the intermediate is very slow, or the rate to get out of the intermediate is very fast. 它是稳态近似,其中一个速率,生成中间产物的速率十分缓慢,或用掉中间产物的速率十分快。
It doesn't really matter that this is slow in terms of using the steady state approximation. 这很慢并不要紧,从使用稳态近似的角度。
So this is steady state approximation. 那么这是稳态近似。
We're going to revisit this approximation here when we get to more complicated mechanisms, it's going to become this steady state approximation. 我们会再来看这个近似,当我们学到更复杂的机理后,它会成为这个稳态的近似。
In the regime of low reactant gas pressure, although steady state hypothesis is applied in the classical formulation, it is actually highly reactive intermediate approximation, a steady state actually does not exist. 当反应气体压强变小时,经典表述中虽然应用稳态假设,但实际上是高活性中间产物的近似,并不真正存在稳态。
The steady state equation is obtained and the linearized stability is analysed under the purely absorptive and resonant conditions using mean field approximation. 用平均场近似方法得到纯吸收和共振情况下的定态方程,并进行了线性稳定性分析。
The application of steady state approximation and rate controlling step methods in the process of complicated reaction mechanism were studied. 讨论了稳态近似法和速控法在处理复杂反应机理中的应用。
The Expressions for Laser Intensity of Steady State at Different Approximation Levels 不同近似程度下稳态激光光强表示式
MEHTODS: Based on the cellular signal transduction and the Law of the Quasi Steady State Approximation, the metabolizability of inositol phospholipid was simulated by making use of mathematical model of differential equations. 方法:以细胞实际信号传递过程为基础、以准稳态近似为原则,利用微分方程建立数学模型模拟肌醇磷脂的代谢过程。