Simulation of a hydrometallurgical leaching reactor modeled as a DAE system

Modeling, Identification and Control

Volumn 23, Issue 2, 2002, Pages 93-115

  Duenas Diez M ^a   Ausland, G ^a   Fjeld, M ^a   Lie, B ^a  

^a UNIVERSITY OF SOUTH EASTERN NORWAY   (Norway)

Author keywords

Differential and Algebraic Equations; Dynamic modeling; Ferrosilicon; Leaching; Population Balance Equation

Indexed keywords

ALGEBRA; CHARACTERIZATION; COMPUTER SIMULATION; DIFFERENTIAL EQUATIONS; HYDROMETALLURGY; INTEGRAL EQUATIONS; ISOTHERMS; LEACHING; MATHEMATICAL MODELS; PARTICLE SIZE ANALYSIS;

HYDROMETALLURGICAL LEACHING REACTORS; POPULATION BALANCE EQUATION (PBE);

CHEMICAL REACTORS;

EID: 0036543937     PISSN: 03327353     EISSN: None     Source Type: Journal    
DOI: 10.4173/mic.2002.2.2     Document Type: Article

References (20)

1. The silgrain process: Silicon metal from 90 ferrosilicon
2. A population balance model for disperse systems: Drop size distribution in emulsion
3. Modelling and simulation of a hydrometallurgical leaching reactor
4. Rate processes in multiparticle metallurgical systems
5. Modelling and simulation of hydrometallurgical processes using the population balance approach
6. Some problems in particle technology - A statistical mechanical formulation
7. Particle population balance in granulation of iron ores by an auto-layering mode
8. On the solution of population balance equations by discretization - I. A fixed pivot technique
9. Index analysis of unsteady-state chemical process systems - I. An algorithm for problem formulation
10. Kinetics of acid leaching refining of an industrial fe-si alloy
11. Differential-algebraic equations are not ODEs
12. The status of population balances
13. A population balance for countable entities
14. Mathematical modelling of the transient behaviour of CSTRs with reactive particulates: Part 1 - The population balance frame-work
15. Mathematical modelling of the transient behaviour of CSTRs with reactive particulates: Part 2 - Application to pyrite pressure oxidation
16. Model-based analysis of pressure oxidation autoclave behaviour during process upsets
17. Solving index-1 DAEs in matlab and simulink