Nevermind the fact that vandalism and theft would become a much larger problem. Back your truck up to the pipe, cut a hole in it and packages start to fall into the back of your truck. Since these pipes have to span hundreds of miles of unoccupied land, there is little to no chance of preventing this.
Do I have to remind you how most people give their mail the USPS? Via little boxes in the middle of nowhere or they put the package into their mailbox? What your suggesting is a magnitude more difficult to do. Preventing is would be fairly easy. The system expects packages at routers. If they don't see a package that was sent the system immediately notices the problem.
Cutting a pipe and trying to grab packages at they're traveling and doing that for an extended period of time is as lucrative as running your car into a blue box and grabbing all the letters or driving down the street and taking people's mail out of their mailboxes.
[quote name='ApochPiQ' timestamp='1315454902' post='4858915']
No matter how you slice it, this wouldn't work over long distances. Existing pneumatic systems succeed by limiting the distance and size/mass of objects transported. As soon as you try to remove either barrier, the difficulty of solving the problem scales nonlinearly. You can't just throw N times as much horsepower at it, it's probably closer to N^2.
Exactly. ApochPIQ came up with a fine analogy already, with the tubes.
Imagine pushing a shelf with the weight of your body, on a slippery floor. Given enough force, that would work, and the shelf will slowly accelerate to a maximum velocity limited by it's aerodynamic properties, your weight/force applied, and the friction with the floor.
Now imagine pushing three shelves. you wouldn't just push 3 times their masses. You would push against 3 combined response vectors (and all their components such as friction and following shelves), thus it would take more than 3 of you.
If you have airtightness (no pressure loss between capsule and compressor), and no friction with anything at all, you could gear the pressure and have more compressors to gradually push the capsule in the desired direction. And that's a nice thought.
However, you would still have mentioned limitations (airtight or not), and as the tubes will still contain air, there'll likely be several tonnes extra to push.
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They've pushed
trains just by using air from a blower. They had wheels, but the idea still holds. You're overestimating the amount of force required and the effect of sliding friction on the system. (I'm still assuming no ball bearings and just a plastic vs PVC friction). I can't seem to find the kinetic friction for plastic on PVC or alluminum on PVC, but I believe from other values it's less than 0.5 which is barely anything on a system with the pressure we're talking about.
Say the smallest container is 30 cm. That gives it an area of PI * (0.15 m)^2 = 0.071 m^2. Now pretend with have 1 atm aka 101325 Pa on one side and 30 psi aka 206843 Pa on the other. Using F = P * A we can calculate the net force of (206843 Pa - 101325 Pa) * 0.071 m^2 = 7490 N... wait that doesn't seem right. Now we assume the object weighs 20 lbs or 9 kg giving it a kinetic friction (if we assume 0.5 as a worst case coefficient) of (mu * m * a), 0.5 * 9 kg * 9.8 m/s^2 = 44 N. So 7490 N - 44 N = 7446 N for a total acceleration of 7446 N / 9 kg = 827.3 m/s^2.... that's not right. I mean it's not a perfect seal so obviously the force would be cut in half but even then? I've never taken a fluid dynamics class so I have no idea how to calculate the force on an object caused by pressure differences. Anyone know those equations?
Also remember I'm assuming a continuous circular column (like in the picture) of moving air caused by blowers or electric ducted fans so I was assuming a constant pressure difference. hmm, maybe I'm overestimating the pressure build up behind the object. Obvious as it begins to move the pressure doesn't stay constant so its acceleration slows as it tries to match the flow of the air column. Not sure how to calculate that. I imagine it involves an integral. Basically what I was trying to do was to find the speed of the air column that would be sufficient to move an object of that size and mass including the sliding friction.
I can't say with certainty, but I have a suspicion that the energy required isn't as costly as it might seem.
You really seem to be forgetting just how much energy would be required.
For an air tube system, where the container length is a minor fraction of the overall tube length, your primary friction becomes not the packets, but the air flowing through the pipe. This means that pushing 1 packet through is going to take similar energy to pushing 100 packets through.
Yeah that's kind of assumed. Moving the air column is how the whole system operates and will be where all the energy is being used. Nagling is optional really and depends on the cost of turning the system on for a link. Obviously if the electricity cost is high (like a few cents then that changes things. How much would it cost to run an electric air ducted fan system to push a package by itself across the country? 5 dollars? Those are the kinds of costs that would need to be calculated by actual engineers.