Gas-particle flows became relevant in Aerospace Engineering owing to small solid particle additives to alleviate acoustical instabilities in solid propellant rocket motors, thereby motivating the study of a variety of nonlinear and linear waves. Emphasis is placed on fundamental aspects of the relaxation nature of the flow processes.
Gas-particle flows became relevant in Aerospace Engineering owing to small solid particle additives to alleviate acoustical instabilities in solid propellant rocket motors, thereby motivating the study of a variety of nonlinear and linear waves. Emphasis is placed on fundamental aspects of the relaxation nature of the flow processes.
1. Introduction 2. Conservation equations of gas-particle flows 3. Small perturbation equations in a stationary frame 4. Aerodynamic interpretation of acoustics in gas-particle flows 5. Steady small-perturbation theory 6. Some limiting cases 7. Two-dimensional steady supersonic flow 8. Approximate consideration based on a 'rarefied' particle cloud 9. Particle collision with the wall and the normal force 10. The wall-pressure coefficient 11. Numerical examples 12. Relation to other relaxation wave problems 13. Concluding remarks. Appendix A. Appendix B. References.
1. Introduction 2. Conservation equations of gas-particle flows 3. Small perturbation equations in a stationary frame 4. Aerodynamic interpretation of acoustics in gas-particle flows 5. Steady small-perturbation theory 6. Some limiting cases 7. Two-dimensional steady supersonic flow 8. Approximate consideration based on a 'rarefied' particle cloud 9. Particle collision with the wall and the normal force 10. The wall-pressure coefficient 11. Numerical examples 12. Relation to other relaxation wave problems 13. Concluding remarks. Appendix A. Appendix B. References.
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