laurencet
Laurence
- Joined
- Dec 21, 2009
- Messages
- 29
- Reaction score
- 6
- Location
- uk
Hi all,
I'm working on simulating the hydrofoil flap forces for a Moth and am struggling to get believable results, especially when modeling high flap deflections.
Here's what I've tried so far:
Does anyone have empirical data for Moth foils (or similar high-performance foils) that I could use to validate my AVL results?
Alternatively, am I using the wrong tools for this? I'd appreciate any advice on a better approach to model these high-deflection cases where stall is clearly a significant factor.
Thanks in advance.
I'm working on simulating the hydrofoil flap forces for a Moth and am struggling to get believable results, especially when modeling high flap deflections.
Here's what I've tried so far:
- Basic Servo Equations: I initially started with some simple servo sizing equations. This approach gave highly inconsistent torque estimates, with values ranging anywhere from 20-80 Nm. I suspect this is because these models are too simple and don't account for the hydrofoil's geometry or, more importantly, stall.
- XFLR5: My next step was to use XFLR5. Unfortunately, it fails to converge for any flap deflection greater than about 10 degrees.
- AVL (Athena Vortex Lattice): I then moved to AVL, hoping to get more stable data. While AVL does solve, I'm skeptical of the results. It's producing $C_L$ values as high as 2.3, which seems unrealistic. I'm not convinced it's accurately capturing stall behaviour (as expected from a vortex lattice method).
Does anyone have empirical data for Moth foils (or similar high-performance foils) that I could use to validate my AVL results?
Alternatively, am I using the wrong tools for this? I'd appreciate any advice on a better approach to model these high-deflection cases where stall is clearly a significant factor.
Thanks in advance.