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Trajectory Analysis Student 1 Student 2 Student 3 Student 4 E80: Section 4 Team 3 Harvey Mudd College 5 May 2008
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Goals Deep vs. broad Trajectory Practical application Relates many types of data Vibration
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Trajectory Analyses 3 Methods: 1-D: Pressure 2-D: Flight Model 3-D: Inertial Measurement
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Pressure Theory Relate altitude to pressure:
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Pressure
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Flight Model
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C L <<C D Lift forces negligible θ Initially vertical Tangent to Trajectory dm Mass of fuel small compared to rocket body Flight Model: Assumptions
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Flight Model
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Numerical integration Explicit Euler Compounds error sources
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Flight Model
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Inertial Measurement R
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Procedure
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Sensor Data Voltage Raw (binary) to Voltage (decimal) Voltage to desired value Calibration curves
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Results: Pressure Medium rocket, G67R
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Results: Pressure Medium rocket, G69N
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Results: Flight Model Medium rocket, G67R Apogee at 1004 ± 16 ft
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Results: Flight Model Medium rocket, G69N Apogee at 1540 ±70 ft
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Results: Flight Model Small rocket, G104T Apogee at 1013.8 ft RockSim Thrust curve
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Results: Medium IMU G67R Apogee672 ft Time of Apogee6.9 s Landing time12.5 s Maximum Acceleration 223.4 ft/s 2 at 0.24 s Thrust Duration0 s to 1.16 s IMU Summary
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Results: Medium IMU G69N Apogee992.8 ft Time of Apogee 8.425 s Landing time16.25 s Maximum Acceleration 190 ft/s 2 at 0.12 s Thrust Duration 0 s to 1.75 s IMU Summary
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Results: Small IMU G104T Apogee: 409.9 ft Time of Apogee: 6.9 s IMU Summary:
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Results: Apogee Compared apogee altitude and time as calculated by 3 methods and RockSim SizeMotor Flight ModelIMUPressureRockSim Alt. (ft) Time (s) Alt. (ft) Time (s) Alt. (ft) Time (s) Alt. (ft) Time (s) Med.G67R1004±168.26±0.06671.96.86642±98±0.5940.28.2 Med.G69N1540±7010.4±0.2993.18.48436±85.3±0.21358.69.8 SmallG104T1013.758.262409.96.9-- 925.67.8
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Analysis Flight Model vs. RockSim Motor% Difference in apogee% Difference in time G67R6.86%0.388% G69N13.4%6.14% G104T9.53%10.21%
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Analysis Flight Model Assumptions Load cell
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Analysis Pressure vs. Theoretical Flight Model, RockSim Severe Weathercock Temperature
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Analysis: IMU (Assumptions) Assume IMU stationary Calibration Expressions: A=Slope·(Raw Output – Offset)
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Analysis: IMU (Errors) Offset Thermo-Mechanical Noise Shift in Offset Temperature Variation Numerical Integration Accelerometers and Rate Gyros
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3D Plot of G67R IMU
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Conclusion Major sources of error Damage Compounded error from integration Future work Assumptions Drift due to Accel, Rate Gyro IMU vs. Temperature
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Acknowledgements E80 Professors E80 Proctors Student A Student B Student C E80 rocket production team
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Offset
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Thermo-Mechanical Noise
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3D Plot of Small IMU G104T
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Altitude and Temperature vs. Time for G69N
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Altitude and Temperature vs. Time for G67R
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Correlation between Altitude and Temperature(G67R)
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Correlation between Altitude and Temperature(G69N)
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Thermistor 1 Temperature for different flights
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Thermistor 2 Temperature vs. Time for different flights
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Load Cell Discrepancies
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Thrust curve analysis
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