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UWE Bristol Engineering showcase 2015

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Samuel Hill<br />

Meng Part A Aerospace Design <strong>Engineering</strong><br />

Project Supervisor<br />

Dr. Oluwamayokun B. Adetoro<br />

Ph.D. Meng MRAeS<br />

Design and Numerical Analysis of a Scramjet Inlet<br />

This project is an investigation into Scramjet design and analysis with potential to expand the design to accommodate ramjet/scramjet<br />

transition at Mach 6. The literary review consisted of investigation into the application of scramjets, potential problems encountered<br />

while travelling at hypersonic speeds and possible design solutions. In order to validate the use of computational fluid dynamics wind<br />

tunnel testing ensued. The tunnel was modelled using the computational software ANSYS Fluent and comparison was made to real<br />

practical test results. Once this was completed the inlet was designed based on the ‘shock on lip’ criterion and oblique shock charts and<br />

equations were used to find the optimum geometry. This geometry was then analysed using ANSYS Fluent and the performance was<br />

evaluated.<br />

Computational Validation<br />

The supersonic wind tunnel in the universities fluid dynamics laboratory was<br />

analysed numerically in order to validate the use of computational software.<br />

The picture to the left represents the distribution of static temperature along<br />

the wind tunnel constructed through computational analysis. The results of<br />

which are very comparable to that of practical tests.<br />

Initial Design<br />

Hypersonic vehicle inlets harness the kinetic energy of the incoming air to<br />

generate shock waves the compress to oncoming air to a desired value<br />

perfect for combustion to take place. The design constructed for analysis was<br />

created by the use of the oblique shock relations. The equations which<br />

describe such will predict the aerodynamic characteristics succeeding a shock<br />

wave. These equations are used to predict the geometry which would create<br />

optimum conditions leaving the inlet.. This geometry is constructed through<br />

the use of CAD software SolidWorks and is shown to the left. The Inlet will be<br />

situated on the abdomen of the vehicle body to allow integration into a<br />

waverider vehicle design.<br />

Project summary<br />

This study will focus on the modelling and the design<br />

of the inlet section or isolator section whilst<br />

considering different flow conditions and operating<br />

conditions. This will predominantly be conducted<br />

using computational fluid dynamic (CFD) simulations,<br />

whist demonstrating the use of appropriate CFD<br />

solver, accurate modelling and appropriate<br />

assumption made; hence the results must be well<br />

validated.<br />

Project Objectives<br />

The desired output of this project will be validation of<br />

use of numerical techniques as well as an inlet design<br />

from which future research can benefit from. If a<br />

company would wish to construct a hypersonic<br />

vehicle with this mission profile this project may be<br />

useful.<br />

Project Conclusion<br />

This project has validated the authors use of<br />

Computational Fluid Dynamic Software. Secondly the<br />

use of oblique shock equations and charts are<br />

adequate for the construction of simple hypersonic<br />

inlet designs. The software ANSYS Fluent is capable of<br />

modelling the complex aerodynamics of hypersonic<br />

air intake as proven in the comparison section of this<br />

study, in which numerically generated results are<br />

compared to those calculated theoretical y.<br />

Computational Analysis<br />

Computational analysis is conducted on the specified geometry to analyse<br />

the performance of the designed inlet. The resulting performance is as<br />

shown:<br />

Theoretical CFD Run 1 CFD Run2<br />

Total Pressure Ratio 0.941187877 0.941942284 0.949762764<br />

Adiabatic Compression<br />

Efficiency<br />

0.672166124 0.708740605 0.741988651<br />

Kinetic Energy Efficiency 0.983289033 0.983306693 0.987638376

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