Brad:
Sorry for the late reply.
I found some software tools to help me make the calculations. The questions you asked about free spans, deck thickness, etc. are to me, a circle. I'd like to pick the free spans and deck thickness and size that would give me the "right" design without overdesign.
Anyway, I found that structural guys try to keep deflection in decks and balconies to less than 1/240 or 1/360. That means less than 0.1 inch deflection in a 36 inch span for 1/360.
I used beamboy to calculate deflection for a 300 lb point load, midway between my beam support points, and by trial and error found the answers I was looking for. I had to use "engineering power tools" to calculate the moment of inertia for the various angles and channels I was considering. Beamboy needs to know the moment of inertia for the beam, as well as the modulus of elasticity (10, 000, 000 /in2 for aluminum). Note, engineering power tools can do the deflection calculation, too, but does not display it graphically like beamboy does.
I know the addition of decking, especially vertical walls, makes everything stronger, but I don't know how to calculate that. I also haven't figured out how to calculate the deflection of a sheet of plywood or aluminum supported by beams.
beamboy is freeware. engineering power tools is $24.95 but works for 30 days for free but won't print or save data.
beamboy can be found at
https://www.geocities.com/richgetze/
engineering power tools can be found at
https://www.pwr-tools.com/
Anyway, to make the story complicated and real-world, I came across 84 feet of aluminum channel, 1 x 3, for free, and am trying to design the structure around this. I am puzzling over how to make the joints, but that is in another thread.
I am on the fence about aluminum vs. wood decking; today, I am leaning toward wood. I am thinking 16 inches between beams (like in a house) so the floor should deflect about like it does in a house. There is a really good picture here
https://www.johnbridge.com/vbulletin/showthread.php?t=8921 that shows how grain direction affects deflection in plywood.
Ken