This function computes the transit time distribution density for a given Decomposition Operator
此函数计算在途时间分布密度,对于一个给定的分解操作
用法----------Usage----------
参数----------Arguments----------
参数:object
参数:inputDistribution
to one!.
来一个!。
参数:times
Details
详细信息----------Details----------
Let O(t) describe the overall output flux of the system. One can imagine O(t) as a weighted sum of previous inputs I(t-T). The weights for this summation are described by the transit time distribution density ψ(T) where T is the transit time, the time from entry to exit of a particle. This is expressed by the following relation: O(t)=\int_0^∞ ψ(T) I(t-T) dT For an instantaneous input I(t-T)=δ(t-T) the transit time distribution density becomes equal to the output of the system, the respiration rate. we can therefore compute the transfer time distribution by applying our Decomposition Operator to an
让O(t)描述的整体的系统的输出通量。可想而知O(t)以前的输入I(t-T)的加权总和。这个总和的权重所描述的在途时间分布密度ψ(T)T的运输时间,时间从入口到出口的粒子。这是由下列关系式表示:O(t)=\int_0^∞ ψ(T) I(t-T) dT对于瞬时输入I(t-T)=δ(t-T)的渡越时间的分布密度变得等于系统的输出,呼吸速率。通过我们的分解操作的,因此,我们可以计算传输时间分布
(作者)----------Author(s)----------
Carlos A. Sierra <csierra@bgc-jena.mpg.de>, Markus Mueller <mamueller@bgc-jena.mpg.de>