Team:HKU-Hong Kong/Modeling
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Generally in the open environment, the population density of bacteriaΨ, the nutrition density φ<sub>i</sub>, and the killing signal density ρ can be modeled by the following system of partial differential equation: | Generally in the open environment, the population density of bacteriaΨ, the nutrition density φ<sub>i</sub>, and the killing signal density ρ can be modeled by the following system of partial differential equation: | ||
+ | [[Image:Modee1.JPG|400px]] | ||
+ | With | ||
+ | [[Image:Modee2.JPG|180px]] | ||
+ | Where the functional dependence of ρ is to be determined case by case. | ||
{{:Team:HKU-Hong_Kong/footer}} | {{:Team:HKU-Hong_Kong/footer}} |
Revision as of 16:47, 18 October 2010
Model of bacteria growth and death with killing gene endowed
Generally in the open environment, the population density of bacteriaΨ, the nutrition density φi, and the killing signal density ρ can be modeled by the following system of partial differential equation:
With Where the functional dependence of ρ is to be determined case by case.