光合作用模型中的过载故障
Overload breakdown in models for photosynthesis
摘要：
在光合作用卡尔文循环的许多模型中，观察到存在属于循环的关键物质的浓度在后期趋于零的解决方案，这种现象称为过载故障。在本文中，我们证明定理的存在性和不存在的解决方案，这种类型的，并获得信息的浓度趋于零时，过载故障发生。作为一个起点，我们采取的Pettersson和Ryde-Pettersson的模型，这似乎是容易过载故障和修改它由于Poolman这是为了避免这种影响。
英文摘要：
In many models of the Calvin cycle of photosynthesis it is observed that there are solutions where concentrations of key substances belonging to the cycle tend to zero at late times, a phenomenon known as overload breakdown. In this paper we prove theorems about the existence and non-existence of solutions of this type and obtain information on which concentrations tend to zero when overload breakdown occurs. As a starting point we take a model of Pettersson and Ryde-Pettersson which seems to be prone to overload breakdown and a modification of it due to Poolman which was intended to avoid this effect.
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