Document Type
Conference Proceeding
Publication Date
3-1992
Abstract
In this work, a simple, nonlinear, seventh-order mathematical model with lumped parameter analysis of the thermalhydraulic processes in a natural circulation steam boiler loop is presented. Digital simulation has been performed in order to predict open loop transients in severe accidental situations. Parts of the circulation loop such as the steam drum, downcomer, and riser were modelled separately on the basis of the integral balance equations. The two-phase flow in the steam drum and in the riser was modelled with the aid of a homogeneous-equilibrium, two-phase flow model. Special care was taken to ensure the stability of the numerical scheme, since an explicit 4th order Runge-Kutta integration method was used. Experimental data of the dynamic behavior of a particular natural circulation steam boiler loop were not accessible. However, the presented model shows relatively good qualitative and asymptotic behavior of the modelled system.
Department
Aviation
ISBN
9781567000313
Publication Title
Expert Systems and Computer Simulation in Energy Engineering: Selected Papers from the Second International Forum, Erlangen, Germany, 17-20 March, 1992
Conference Name
Expert Systems and Computer Simulation in Energy Engineering: International Centre for Heat and Mass Transfer, 2nd International Forum
Conference Place
Erlangen, Germany
Recommended Citation
Daidzic, N. E. (1992, March 17-20). A mathematical model and simulation of natural circulation loop thermalhydraulics [Conference proceeding]. Expert Systems and Computer Simulation in Energy Engineering: International Centre for Heat and Mass Transfer, 2nd International Forum, Erlangen, Germany.
https://doi.org.10.1615/ICHMT.1992.IntForumExpSysCompSimEE.590
DOI
10.1615/ICHMT.1992.IntForumExpSysCompSimEE.590
Link to Publisher Version (DOI)
https://doi.org.10.1615/ICHMT.1992.IntForumExpSysCompSimEE.590
Publisher's Copyright and Source
Copyright © 1995 Begell House Publishers, Inc.
Included in
Control Theory Commons, Dynamic Systems Commons, Energy Systems Commons, Heat Transfer, Combustion Commons, Non-linear Dynamics Commons, Nuclear Engineering Commons, Numerical Analysis and Computation Commons, Ordinary Differential Equations and Applied Dynamics Commons, Partial Differential Equations Commons, Process Control and Systems Commons, Thermodynamics Commons, Transport Phenomena Commons