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Course contents
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Materials
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Homogeneous fluid flow
Multiple steady-states
dist-par-model-implementation
CFD
lumped-par-model-examples
CSTR-Flash-model
CSTR-lumped-model
Gas tank models
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microscopic-modeling
Microscopic general balance
model-intro
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An Otter Wiki
MSP
Course contents
f72e90
Commit
f72e90
2024-11-23 12:47:26
Nuno Oliveira
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MSP/Course contents.md
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@@ 44,7 44,8 @@
4. **Microscopic mathematical models (distributed-parameter systems)**
1. Macroscopic and microscopic modeling approaches.
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2. Vectorial analysis (review):
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2. **General [recipe](/MSP/Model%20building%20steps) for building mathematical models.**
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3. Vectorial analysis (review):
* Vector basis.
* Coordinate systems.
* Characteristic differential operators:
@@ 57,22 58,22 @@
* Pressure gradient in the atmosphere.
* Cylinder tune with varying section (cone).
* Modeling approaches (Eulerian and Lagrangian perspectives).
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3. Homogeneous fluid without chemical transformations.
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4. Homogeneous fluid without chemical transformations.
* Application example:
* Cylinder tube (incompressible fluid).
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4. General microscopic balance.
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5. General microscopic balance.
* Fluxes:
* Dispersion.
* Advection.
* Convection.
* Radiation.
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5. Supporting information:
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6. Supporting information:
* Transport properties.
* Types of porous materials.
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6. Model examples:
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7. Model examples:
* Double-pipe heat exchanger.
* Heat transfer when cooking.
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7. Heterogeneous systems:
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8. Heterogeneous systems:
* Pseudo homogeneous models.
* Examples:
* Slurry reactor.
@@ 86,7 87,7 @@
* Catalyst particle.
* Multiphase CSTR.
* Fixed-bed.
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8. Numerical methods:
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9. Numerical methods:
* Finite difference methods.
* Method of lines (parabolic systems).
* Finite volume methods.
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