Analyzing the Bolted Flange Joint of the F1 Engine Nozzle: A Detailed Engineering Simulation
Description: In this blog post, I will walk you through an in-depth analysis of the bolted flange joint that connects the mid and lower parts of the F1 engine nozzle, a critical component of the Saturn V's first stage, powered by five F1 engines. This analysis was part of my learning experience in the CornellX course on ‘A Hands-on Introduction to Engineering Simulation’ via edX, under the guidance of Andy Sadhwani.
Introduction to the Project
The primary objective of this project was to
build a non-linear finite element model in ANSYS to assess the margin of safety
of the flange bolts and to determine the gaps that develop between the jointed
parts when the assembly is loaded. The focus was on a specific part of the F1
engine nozzle, as depicted in the accompanying images.
Left: The actual F1 engine on display at the National Air
and Space Museum. (Photograph by Mike Peel www.mikepeel.net)
Right: The ANSYS model of the mid and lower parts of the
nozzle, showing the 100 bolts used in the analysis.
Nozzle Model of 100 Bolts
Material Properties
Material
|
Young’s
Modulus (psi)
|
Poisson’s
Ratio
|
Coefficient of Thermal Expansion (per °F)
|
300 Series Stainless Steel
|
2.9E+7
|
0.27
|
1E-5
|
A-286 Steel
|
2.9E+7
|
0.31
|
9.5E-6
|
Pressure and Forces
The pressure within the nozzle due to the exhaust
gas was calculated using 1D gas dynamics, varying linearly along the nozzle
axis. At the exit (z=0), the pressure is 12.17 psi, and at the entrance to the
mid-nozzle, it is 47.72 psi. To simplify the model, the regeneration channels
were omitted, and a free body diagram was used to deduce equivalent forces on
the mid and lower nozzle. These forces were modeled as two separate 1000 lbf
forces. The gas temperature is 700°F, causing thermal strain, and the bolt was
pre-loaded to 50% of its breaking strength.
Key Highlights of the Analysis
1.
Building the Non-Linear Finite Element Model in
ANSYS:
- The model was developed to include the critical
components: the mid and lower parts of the nozzle and the bolted flange joint.
- Non-linear elements were used to accurately
simulate the behavior of the materials under load and thermal conditions.
2.
Assessing the Margin of Safety:
- The simulation aimed to determine the margin of
safety for the flange bolts, ensuring they can withstand the operational
stresses without failure.
3.
Analyzing Joint Gaps:
- The model helped in understanding the gaps that
develop between the jointed parts when subjected to loads, which is
crucial for ensuring the integrity and performance of the nozzle
assembly.
4.
Simplification and Efficiency:
- The model was simplified by reducing the 200 bolts
and nuts to half a bolt for a more efficient analysis.
- Manual contacts were added for enhanced accuracy,
ensuring the simulation results closely matched real-world behavior.
Project Results
Flange Bolt Stress Distribution
The ANSYS simulation revealed the stress
distribution on the flange bolts. The color-coded representation indicates
varying stress levels, with red areas showing the highest stress concentration.
This visualization is crucial for identifying potential points of failure and
ensuring that the bolts can withstand the applied loads without exceeding their
yield strength.
Joint Gap Analysis
The simulation also provided insights into the
gaps that develop between the jointed parts under load. Understanding these
gaps helps in evaluating the joint's integrity and ensuring a proper seal is
maintained during operation.
Mode of the Flange Analysis
In this image, the mode of the flange analysis
illustrates the deformation pattern and modes of vibration of the flange under
operational loads. This is essential for understanding the dynamic behavior of
the joint and ensuring it can withstand fluctuating stresses without failure.
Detailed Results
1.
Total Deformation: The total
deformation of the joint under the given load conditions was found to be 27.9
mm. This value is critical for understanding how much the structure will deform
under operational conditions and helps in ensuring that the deformation stays
within acceptable limits to maintain structural integrity.
2.
Gap Between Flanges: The gap between
the flanges was measured to be 0.253 mm. This gap is important to monitor as it
can affect the seal and overall performance of the joint. Ensuring the gap is
minimized helps in maintaining the efficiency and safety of the engine.
Conclusion
This hands-on project that significantly enhanced my
technical skills in engineering simulation and provided valuable insights into
industrial applications. Special thanks to Andy Sadhwani for his mentorship
throughout the course.
This hands-on project not only enhanced my
technical skills but also provided valuable industrial insights. Big thanks to
Andy Sadhwani for the mentorship!
#EngineeringSimulation #ANSYS #CornellX #EdX
#FiniteElementAnalysis #SaturnV #Engineering #LearningExperience
For further insights and technical discussions,
feel free to reach out and connect. Stay tuned for more engineering adventures
and analyses!
Agweu Remmy Duncan
Finite Element Analysis Enthusiast | Mechanical Engineer | Aspiring
Aeronautical Engineer
LinkedIn Profile | Blog
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