You and I both have these concerns. This is why I’m taking this mod in slow steps. My first Redshift Mk1 has improved its control response to now actually being predictable. Most of this is due to the improved mechanics of the longer control arms. But a lot of this is from the added vertical area I got by lowering the V-angle.
I’ve said it before, I’m really surprised at how much changing the V-tail angle from 104° to 100° improved the directional stability. And yes I felt I had to make an adjustment to the elevator rudder mix ratio.
My first Redshift Mk1 with my modified V-tail still is lacking the control authority of say a cruciform tail. Now what, is for me, a large part of the hobby is being able to iteratively and empirically change the design. With this second Redshift I’m still looking for more directional control without making a set of tails with more area. So, I moved the V-tail tips 12mm to 13mm closer together. This corresponds to a V-tail angle of 97° to 96°. Based on the first angle mod I’m sure there will be some changes to the V-tail response. As long as I haven’t gone so far as to being unstable I should be able to adjust with the mix ratio and or balance.
Now I think I’ll have a get out of jail card with the fact that Aeroic is coming out with a new set of V-tails that have a lot more area. With my flipped V-tail mount on my Redshift, the new Spada V-tails should be easy to retro fit.
My limited understanding of V-tails is that any real world benefit comes in the reduction of the junction interference drag (Horner) and if designed correctly less mass. Far too many model designs are bias towards the false notion that the V-tail loweres drag by the reduction of wetted area using the projected area theory. It is my experiance that this always results in under performing V-tail control/stability, particularly in yaw. With the Redshift’s 19:1 aspect ratio this is more acute. So this is just another design study where I’m flirting with exchanging some pitch stability for directional stability.
I'm really happy you are delving down all the possible avenues of V-Tailery! By the end of it there should be some really useful practical information to be used, instead of the "data" (read: "unfounded suppositions") bandied about by the armchair experts - so thanks for this Konrad.
My 'boiler plate' solution to the Redshift V-Tail questions was, I have to say somewhat less studied and experiementally structured than your work, as I simply opted for a blanket 'fix' with a bigger tail area and a less obtuse V-Angle. Thats where we are now, but as you know the die is not yet finally cast.
I'm happy that there might be more definitive data to work with before the MKII SPADA model gets into a production stage.
I think you are correct in thinking that the V-Tail is thought by most to have less drag than the more conventional cross tail. However, people who think this imagine that the aircraft is flying at cruising speed at its optimum glide angle, and completely forget all the control inputs that cause almost constant attitude changes (drag drag drag) in the real flying model. Due to the fact that the model has deeply angled control surfaces the actual control effectiveness in pitch and yaw are far less than its X-Tail counterpart (if it exisited) would be, and so inevitably needs larger movements and hence the intrinsic configuration causes more drag.
I have said and will continue to say that a well designed cross tail model will be faster in any given conditions than a V-Tail model of the same size, but...the caveat is that I am (whatever I like to think) a commercial model aircraft designer and so I have to follow that dreadful spectre:
fashion. Its a fact that the world record is held by, and will continue to be broken by cross tailed models. If you ask the world record holder what he thinks, then possibly after a few wheaten beverages, he will tell you that cross tails are faster than V-tails.
Period.
We have to work with what we have, so in an attempt to compensate I used some research I'd done a few years ago to try to limit the drag caused by the excessive use of control surfaces needed for V-Tails. I have mentioned this before when commenting on the Redshift (and others of my designs) but as part of that study, the double-cusped high-response sections that I now use were born. The symmetrical section used for the Redshift V-Tail also flies in the face of "conventional" (mainly armchair aerodynamicists) thought in that it is 10% thick as opposed to the 8% thought (Guessed) to be necessary for low drag F3f type V-Tails. But in operation, the high-response sections at control angles from 0 to 25 degrees, exhibit better Delta-p, and the actual drag is far less than with any 8% section that I have ever seen.
I'm not sure if everyone can follow my thinking here but its actually quite logical and backed up by real data and not just "Should be, has to be, looks good on a computer simulation" rubbish. etc etc.
I'm looking forward to more Konrad experiments - wind tunnels are great but they aint anything compared to what ctually happens to the model when you let a loose nut, loose on the sticks - as you so nicely put it.
Per aspera ad astra!
Doc.