Description
We offer a system of two nonlinear differential equations in nutrients and bacteria which we convert to a single nonlinear differential equation to fit to data in order to estimate parameters and validate the model.
Resources
Modeling Scenario
1-078-MonodGrowthModel-ModelingScenario
68 total view(s), 44 download(s)
Abstract
Citation
Researchers should cite this work as follows:
- Brian Winkel (2024). 1-078-MonodGrowthModel-ModelingScenario. SIMIODE, (Version 2.0). QUBES Educational Resources. doi:10.25334/MDTK-GE30
Article Context
Resource Type
Differential Equation Type
Technique
Qualitative Analysis
Application Area
Course
Course Level
Lesson Length
Technology
Approach
Skills
Key Scientific Process Skills
Assessment Type
Pedagogical Approaches
Vision and Change Core Competencies - Ability
Principles of How People Learn
Bloom's Cognitive Level
Article Files
1-078-EColiPlot.png(PNG | 15 KB)- 1-078-GrowthLimitNutrientPlot.png(PNG | 14 KB)
- 1-078-ModelDataPlot.png(PNG | 21 KB)
- 1-078-ParContour.png(PNG | 286 KB)
1-078-S-MonodGrowthModel-StudentVersion.pdf(PDF | 486 KB)
1-078-S-MonodGrowthModel-StudentVersion.tex(TEX | 9 KB)- 1-078-T-Mma-MonodGrowthModel-TeachersVersion.nb (Instructors only)(NB | 21 MB)
- 1-078-T-Mma-MonodGrowthModel-TeachersVersion.pdf (Instructors only)(PDF | 4 MB)
- 1-078-T-MonodGrowthModel-TeacherVersion.pdf (Instructors only)(PDF | 810 KB)
- 1-078-T-MonodGrowthModel-TeacherVersion.tex (Instructors only)(TEX | 11 KB)
BacteriaImage.jpg(JPG | 66 KB)- SIMIODE.cls(CLS | 7 KB)
- SimiodeLogo.jpg(JPG | 271 KB)
- License terms
Comments
Comments
There are no comments on this resource.