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The Effects of Inlet Conditions on Detonations
Leigh Honeycutt MAE 5310: Combustion Fundamentals
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Motivation Detonation Driven Shock Tunnels Pulse Detonation Engines
Pulse Detonation Rockets
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Project Overview Solve the equations for the detonation wave at the upper Chapman Jouguet Point for a hydrogen-oxygen detonation. Examine the effects of varying Inlet Pressure Fuel to Air ratio Inlet Temperature
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Equations State Equations
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Equations Mixture Equations
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Table 1: Log Kf values vs. Temperature
Cp Values from Fundamentals of Thermodynamics Table 1: Log Kf values vs. Temperature Table 2: Values
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Numerical Method System of Nonlinear Equations
Assume a T2 and final mixture Solve the state equations for P2 Determine the mixture using P2 and T2 Damped Newton’s Method Check to see if the equation for T2 is balanced. If it is balanced, the assumed T2 is correct, otherwise change T2 and reiterate.
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Fuel to Air Ratio
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Fuel to Air Ratio
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Fuel to Air Ratio
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Inlet Pressure
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Inlet Pressure
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Inlet Pressure
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Inlet Temperature
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Inlet Temperature
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Inlet Temperature
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References Glassman, Irvin. Combustion. San Diego: Academic Press, 1996. Kirk, Daniel R. MAE: 5310: “Combustion Fundamentals Lecture 27: Detonation”. Florida Institute of Technology. Dec 6, 2005. Sontag, Richard E., Claus Borgnakk, & Gordon J. Van Wylen. Fundamentals of Thermodynamics. New York: John Wiley & Sons, Inc., 1998
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