cluttonfred wrote:
If someone has an image of the actual T-18 airfoil as modified by Thorp, that would be helpful.
Matthew, to get the T-18 airfoil, just take the drawing of the NACA 63-412 and draw a line starting at the trailing edge, going forward to a tangent to the NACA profile's lower surface, which comes at about 46% of chord. That's what Thorp did (drawing 547).
If you're using Xfoil, just take the NACA coordinates and delete the lower surface ones from 50% aft to the trailing edge; Xfoil's spline will fill in the details close enough. You'll find the profile is the same as the LDS-2 aft of the spar. Here are the coordinates:
T-18
1 0
.95023 .00881
.90049 .01739
.85070 .02618
.80084 .03492
.75089 .04344
.70087 .05153
.65076 .05899
.60057 .06562
.55031 .07125
.50000 .07576
.44964 .07894
.39924 .08062
.34882 .08059
.29840 .07872
.24800 .07499
.19765 .06929
.14735 .06138
.09718 .05063
.07218 .04379
.04727 .03544
.02257 .02460
.01041 .01719
.00567 .01320
.00336 .01071
0 0
.00664 -.00871
.00933 -.01040
.01459 -.01291
.02743 -.01716
.05273 -.02280
.07782 -.02685
.10282 -.02995
.15265 -.03446
.20235 -.03745
.25200 -.03919
.30160 -.03984
.35118 -.03939
.40076 -.03778
.45036 -.03514
1 0
You can plot these using AirfoilTools.com, where you will also find the LDS-2 coordinates already copied from the UIUC database, ready to plot there.
Xfoil shows the LDS airfoil to be an improvement to the original, and it should give a somewhat higher maximum lift coefficient. The larger leading edge radius should also be (slightly) more tolerant of flaws, less likely to trip to turbulent as soon.
I believe David Reed, who posts here, used this S-18 airfoil on his T-18. It flies beautifully.
Karl