The "pendulum effect" seems to be very poorly understood, refer to the following article:
http://www.djaerotech.com/dj_askjd/dj_q ... nbeny.htmlIt says:
"Contrary to popular belief, there is no such thing as "pendulum stability" for a high-wing arrangement. When the plane is banked, the wing's lift vector banks with it, so the vector's relationship with the C/G does not change, and therefore creates no restoring effect."
What actually happens, high wing designs (but not parasol wings) have an added "dihedral effect" or more scientifically "roll-yaw coupling".
http://www.djaerotech.com/dj_askjd/dj_q ... lflat.html explains this effect.
Also, please note that "dihydral effect", "roll-yaw-coupling", "pendulum effect" or whatever you call it, affects roll stability, not longtitudal stability, and has little to do with stab area. So I would say the statement "Low wing airplanes need more stab area because they don't have pendulum stability working for them" is incorrect (regardless of the "pendulum effect" vs. "roll-yaw coupling" debate).
I personally don't enlarge the stab if I can get the CG where it was on the full scale aircraft, even on very small models.
Here is a recent example, 22 inch wingspan, scale size stab, flies just fine:
http://pfmrc.eu/index.php?/topic/50857- ... ntry568266I believe the practice of enlarging the stab comes from either
- inability to get CG where it's supposed to be without a rubber motor becoming to short (this is tricky though, as larger tail surfaces are also heavier and move the CG even further back), or
- wanting to get the total lifting surface as large as possible.
Also, I sort of doubt (I may be wrong, however) if the Reynold's number affects longtitudal stability in a significant way. I checked with my modelling books, and the formulas to calculate the CG vs. stab-to-wing-surface-rate vs. tail arm do not take the scale into consideration.