Published 1984 | Version v1
Report

The calculation methods for nonsteady flows with the shock waves in the channels of the MHD-generators

Description

Survey of important methods used for the calculations of the nonsteady flows with the shock waves in the MHD-generator is presented. The results of the calculations of nonsteady flow caused by the change of the generator load are given. The calculations were done for the gasdynamic duct containing Laval nozzle and MHD generator of Faraday type with segmented electrodes and diffuser. Constant mass flow ratio and stagnation temperature in the inlet of the nozzle as well as constant pressure on the outlet of the diffuser were assumed. Lax-Wendorff differential scheme together with Neuman-Richtmyer artificial viscosity method and differential scheme of Mac Cormac were used. It was noticed that joint application of Lax-Wendorff scheme and Neuman-Richtmyer artificial viscosity method gives the better attenuation of the high frequency oscilations, which are rather pertained to the shock wave head, than the Mac Cormac scheme. Mac Cormac scheme ought to be used together with Neuman-Richtmyer artificial viscosity method. Computer code NEPTUN used for the calculation is described. (author)

Availability note (English)

Available from Power System Computer Centre. Mining and Power System Information Department, Palace of Culture and Science, PL-00-901 Warsaw, Poland.

Additional details

Additional titles

Original title (Polish)
Metody obliczania przeplywow nieustalonych z falami uderzeniowymi w kanalach generatorow MHD

Publishing Information

Imprint Pagination
32 p.
Report number
IEA--1997/E-3/PP/B

INIS

Country of Publication
Poland
Country of Input or Organization
Poland
INIS RN
18025739
Subject category
S30: DIRECT ENERGY CONVERSION;
Resource subtype / Literary indicator
Non-conventional Literature
Descriptors DEI
COMPUTER CALCULATIONS; GASES; MHD CHANNELS; MHD GENERATORS; N CODES; SHOCK WAVES; UNSTEADY FLOW
Descriptors DEC
COMPUTER CODES; DIRECT ENERGY CONVERTERS; FLUID FLOW; FLUIDS