Abstract

Abstract This paper describes an investigation into the off-design performance comparison of single and two-shaft gas turbine engines. A question that has been asked for a long time which gas turbine delivers a better thermal efficiency at part load. The authors, notwithstanding their intensive searches, were unable to find a comprehensive answer to this question. A detailed investigation was carried out using a state of the art performance evaluation method and the answer was found to be: It depends! In this work, the performance of two engine configurations is assessed. In the first one, the single-shaft gas turbine operates at constant shaft rotational speed. Thus, the shape of the compressor map rotational speed line will have an important influence on the performance of the engine. To explore the implications of the shape of the speed line, two single-shaft cases are examined. The first case is when the speed line is curved and as the compressor pressure ratio falls, the non-dimensional mass flow increases. The second case is when the speed line is vertical and as the compressor pressure ratio falls, the non-dimensional mass flow remains constant. In the second configuration, the two-shaft engine, the two-shafts can be controlled to operate at different rotational speeds and also varying relationships between the rotational speeds. The part-load operation is characterized by a reduction in the gas generator rotational speed. The tool, which was used in this study, is a 0-D whole engine simulation tool, named Turbomatch. It was developed at Cranfield and it is based on mass and energy balance, carried out through an iterative method, which is based on component maps. These generic, experimentally derived maps are scaled to match the design point of a particular engine before an off-design calculation is performed. The code has been validated against experimental data elsewhere, it has been used extensively for academic purposes and the research activities that have taken place at Cranfield University. For an ideal cycle, the single-shaft engine was found to be a clear winner in terms of part-load thermal efficiency. However, this picture changed when realistic component maps were utilized. The basic cycle and the shape of component maps had a profound influence on the outcome. The authors explored the influence of speed line shapes, levels of component efficiencies and the variation of these component efficiencies within the operating range. This paper describes how each one of these factors, individually, influences the outcome.

Highlights

  • Gas turbines are often required to operate for significant periods at part load

  • This study shows the significant insights that can be obtained through the judicious use of a reliable gas turbine performance model

  • The primary observation is that at part load, for the same fractional power output, the OPR of single-shaft engines falls much more slowly, while in two-shaft engines the TET falls more slowly. The latter arises from the reduction in mass flow associated with the reduction of rotational speed of the gas generator of two-shaft engines

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Summary

INTRODUCTION

Gas turbines are often required to operate for significant periods at part load. This is happening more and more when gas turbines are used in electricity generation and have to ‘follow load’ given the variable and intermittent electricity arising from the extensive use of renewable energy systems. Very frequently legislation requires that renewable energy systems have “first access” to the grid In these circumstances other power systems, including gas turbines have to operate in a load following mode. On the other hand a design speed line where the mass flow rate increases as the OPR falls corresponds to relatively slow flow velocities through the compressor. This arises from a larger number of stages, or a lower loading of the individual stages (i.e. a higher de Haller number) that can be chosen to reduce aerodynamic loss or improve the surge margin.

IDEAL CYCLE
CYCLES WITH CONSTANT TURBOMACHINERY EFFICIENCIES
HIGH SPECIFIC WORK CYCLES
HIGH THERMAL EFFICIENCY CYCLES
CYCLES WITH VARYING TURBOMACHINERY EFFICIENCIES
Findings
CONCLUSION
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