Hi all,
I'm working up for my L3, which is going to be a fiberglass Madcow DX3 XL (black Friday special), with (tentatively) an M1350 motor. Going with the KISS principle, I'm planning to do it "stock" with the addition of a thrust plate.
My problem is keeping the thing within our altitude waiver. Launching from Alamogordo, NM the max altitude waiver is 17,000' MSL, which works out to 12,664 AGL. Since the NAR L3 preflight inspection checklist mandates a predicted apogee of no greater than 90% of the FAA waiver restriction, that lowers my maximum altitude to 11,398' AGL. OpenRocket gives me a predicted apogee of ~13,400' (assuming regular paint). I tried adding weight, but even an addition 2 KG doesn't do the trick, and making the rocket that heavy gives different issues. Setting the component finish to "rough" gets me down to just under 11,000' -- which would work. However, given that the fiberglass is pretty smooth, that means I would have to add some sort of rough coating (resulting CD ~= 0.9). There's an Apogee newsletter that talks about mixing sand with the paint, which is one possibility. I suppose I could also spray it with chipguard.
Extrapolating from that method, I guess I could glue sequins all over the thing to increase the "drag" factor <rimshot>.
But, while I'm not the greatest painter in the world, I do like my rockets to look good. More important, with a predicted top speed of Mach 1.13 even with rough finish, I'm a little concerned about potential heating issues (or the coating just peeling off) and causing stability issues if it only partially peeled.
Given all that, I'm wondering if adding some trim tabs to the fins to make the rocket spin would do the trick. However, I don't know how to calculate the amount of increased drag (or reduced vertical velocity vector) due to the spin.
Can anyone point me in the direction of a source for that kind of calculation? Among other stuff I did in the AF, they sent me to school to learn modeling and simulation -- but those were nuclear weapons effects and nuclear exchange models, which don't help here. So, even if the calculations are gnarly, I can deal with it.
Alternatively, am I overthinking this? I suppose that a rough black exterior would look pretty mean, but I'm more worried about issues with it in the transonic/Mach region.
Any thoughts or ideas greatly appreciated!
Thanks in advance,
Bill H
NAR/L2
I'm working up for my L3, which is going to be a fiberglass Madcow DX3 XL (black Friday special), with (tentatively) an M1350 motor. Going with the KISS principle, I'm planning to do it "stock" with the addition of a thrust plate.
My problem is keeping the thing within our altitude waiver. Launching from Alamogordo, NM the max altitude waiver is 17,000' MSL, which works out to 12,664 AGL. Since the NAR L3 preflight inspection checklist mandates a predicted apogee of no greater than 90% of the FAA waiver restriction, that lowers my maximum altitude to 11,398' AGL. OpenRocket gives me a predicted apogee of ~13,400' (assuming regular paint). I tried adding weight, but even an addition 2 KG doesn't do the trick, and making the rocket that heavy gives different issues. Setting the component finish to "rough" gets me down to just under 11,000' -- which would work. However, given that the fiberglass is pretty smooth, that means I would have to add some sort of rough coating (resulting CD ~= 0.9). There's an Apogee newsletter that talks about mixing sand with the paint, which is one possibility. I suppose I could also spray it with chipguard.
Extrapolating from that method, I guess I could glue sequins all over the thing to increase the "drag" factor <rimshot>.
But, while I'm not the greatest painter in the world, I do like my rockets to look good. More important, with a predicted top speed of Mach 1.13 even with rough finish, I'm a little concerned about potential heating issues (or the coating just peeling off) and causing stability issues if it only partially peeled.
Given all that, I'm wondering if adding some trim tabs to the fins to make the rocket spin would do the trick. However, I don't know how to calculate the amount of increased drag (or reduced vertical velocity vector) due to the spin.
Can anyone point me in the direction of a source for that kind of calculation? Among other stuff I did in the AF, they sent me to school to learn modeling and simulation -- but those were nuclear weapons effects and nuclear exchange models, which don't help here. So, even if the calculations are gnarly, I can deal with it.
Alternatively, am I overthinking this? I suppose that a rough black exterior would look pretty mean, but I'm more worried about issues with it in the transonic/Mach region.
Any thoughts or ideas greatly appreciated!
Thanks in advance,
Bill H
NAR/L2