Effect of the throat geometry on the flow in a supersonic round nozzle

The goal of this work was to analyze the effect of the corner point of the rocket engine nozzle contour on the nozzle flow characteristics. A two-phase flow in third rocket stage nozzles of different contours was considered. The site of condensed phase deposition onto the wall of a nozzle with an acute angle in the critical area was determined. Rounding the corner point at the supersonic area inlet changed the particle trajectory. The rounding radius best in terms of deposition reduction was found. A comparison showed that, despite the different profiles, the specific impulses of these nozzles differed little from one another and were lower than the specific impulse of the base nozzle by 6.5 - 7%. The gas flow in nozzles with a corner point at the truncated conical nozzle – bell-shaped tip junction was studied. The flow characteristics were calculated for three nozzle contour configurations in the contour kink area: for an unrounded corner point and for a rounded corner point at the conical nozzle – bell-shaped tip junction. Rounding the corner point at the nozzle – tip junction slightly increases the impulse, although in general it has no significant effect on the wave structure of a particle-free gas flow in a supersonic nozzle. In terrestrial conditions, the pressure on the wall of the conical supersonic area of a nozzle upstream of the corner point (rounding) sharply decreases to about the same minimum value for different nozzles. In this case, the distance of the pressure minimum from the nozzle throat decreases with increasing rounding radius at the corner point. Thus, the reduced pressure zone on the wall (as compared with the undisturbed pressure in the conical part of the nozzle) extends nearly in proportion to the rounding radius at the corner point. After reaching its minimum value, the pressure gradually increases to its value in the separation zone at approximately the same distance from the nozzle critical section (in the corner point area at the tip inlet). At high altitudes, the pressure as a function of the corner point rounding radius does not have any pronounced minimum value (with a further increase to the pressure in the separation zone of the tip). For a rounded corner point, the pressure drops as in the previous case (with about the same gradient) and then remains constant and egual to its value in the expansion waves generated when the flow turns in the truncated conical nozzle exit area (about 20 mm downstream of the nozzle throat).

Authors

Publication Details

Journal
Technical mechanics
Published
2024-12-12
DOI
https://doi.org/10.15407/itm2024.04.031
Primary Topic
Computational Fluid Dynamics and Aerodynamics
Type
article
Field-Weighted Citation Impact
0.00
Controls
|||
ALL TIME
JAN
FEB
MAR
APR
MAY
JUN
JUL
AUG
SEP
OCT
article

Effect of the throat geometry on the flow in a supersonic round nozzle

L.V. Muzyka, N.P. Syrotkina, Ye.V. Ternovaya
Technical mechanics
Computational Fluid Dynamics and Aerodynamics
article

Effect of the throat geometry on the flow in a supersonic round nozzle

L.V. Muzyka, N.P. Syrotkina, Ye.V. Ternovaya
article en

Abstract

The goal of this work was to analyze the effect of the corner point of the rocket engine nozzle contour on the nozzle flow characteristics. A two-phase flow in third rocket stage nozzles of different contours was considered. The site of condensed phase deposition onto the wall of a nozzle with an acute angle in the critical area was determined. Rounding the corner point at the supersonic area inlet changed the particle trajectory. The rounding radius best in terms of deposition reduction was found. A comparison showed that, despite the different profiles, the specific impulses of these nozzles differed little from one another and were lower than the specific impulse of the base nozzle by 6.5 - 7%. The gas flow in nozzles with a corner point at the truncated conical nozzle – bell-shaped tip junction was studied. The flow characteristics were calculated for three nozzle contour configurations in the contour kink area: for an unrounded corner point and for a rounded corner point at the conical nozzle – bell-shaped tip junction. Rounding the corner point at the nozzle – tip junction slightly increases the impulse, although in general it has no significant effect on the wave structure of a particle-free gas flow in a supersonic nozzle. In terrestrial conditions, the pressure on the wall of the conical supersonic area of a nozzle upstream of the corner point (rounding) sharply decreases to about the same minimum value for different nozzles. In this case, the distance of the pressure minimum from the nozzle throat decreases with increasing rounding radius at the corner point. Thus, the reduced pressure zone on the wall (as compared with the undisturbed pressure in the conical part of the nozzle) extends nearly in proportion to the rounding radius at the corner point. After reaching its minimum value, the pressure gradually increases to its value in the separation zone at approximately the same distance from the nozzle critical section (in the corner point area at the tip inlet). At high altitudes, the pressure as a function of the corner point rounding radius does not have any pronounced minimum value (with a further increase to the pressure in the separation zone of the tip). For a rounded corner point, the pressure drops as in the previous case (with about the same gradient) and then remains constant and egual to its value in the expansion waves generated when the flow turns in the truncated conical nozzle exit area (about 20 mm downstream of the nozzle throat).

Technical mechanicsVol. 2024(4)
Life below water
Openalex Percentile: Top 74%
Computational Fluid Dynamics and Aerodynamics
AI Navigator

Ask Laika to Summarize, Analyze, and Connect papers live on the map.

Summarize Papers & Methodologies

Extract key findings, datasets, and comparative methods across publications.

Benchmark Rankings & Visual Analytics

Rank top research institutions, authors, funders, topics, and journals by Field-Weighted Citation Impact (FWCI) and paper volume with instant charts.

Connect Distant Disciplines

Bridge topological clusters on the map to find hidden collaborative intersections.