The frequency response showed the T(1,1)1 at 107Hz, the coupled T(1,1)2 at 195.6Hz and a T(1,1)3 at 237Hz (if correctly identified). Next thing was to check the effect of added mass to back (actually I didn´t expect much to change because there´s no life back) and added mass to the side. For this I used two big toss coins and some poster putty. And that´s what happened:
In all three cases the cavity resonant frequency is more or less at 106 /107 Hz while the shift of the top main resonance was shifted to 191Hz independent if the mass was added to back or sides. But at the same time you can see that something is happening when the mass is added to the back as the frequency resonance in this region changes quite strong.
@ Trevor: can you explain this behaviour?
Ok, back to the main intention of improving this baby: As this was the first guitar of this size I ever built I don´t have a clue on in which direction I should move the frequencies. If I compare it with the values for small steel strings from the book, then my T(1,1)1 is by at least 5Hz too high while the T(1,1)2 can be changed to the recommended top main frequency by adding mass. As usual: Any feedback is appreciated.
And hopefully the humidity is going down again otherwise I have to find an easy way to get back to around 45%. Btw. how long does it take for the wood to be in equilibrium with a changed humidity value? Hours, days or weeks? I would expect something like a few days but a detailed answer would be nice

Jürgen