Eh? Handpump 10 BAR!?
I inflate my wheelchair tyres to 25 ish PSI which google conversion says is only 1.7 BAR!
I know when my tyres are fully pumped up properly when the pump takes my weight standing on the foot plate and it doesn't compress no more. I don't bounce to get more pressure or anything like that, just keep pumping steady till it takes my weight. When I check the dial it's always dead on.
It's one of those double barrel things that pumps the tyre up pronto, it's meant for car tyres.
I wouldn't like a slap on the head from the guy who can hand pump 10 BAR!! Must be Popeye's BIG brother or something!
On a side note, I was in hospital quite ill a few months ago and dropped 2.5 stone in weight. It doesn't seem to affect the pumping process any, I thought it would. I still just pump till it takes my weight and the 2.5 stone weight difference doesn't seem to matter any.
Oh I weight about 10 stone just now, maybe a wee bit over...
Have ye nay heard of levers and hydraulics laddie?
I can lift a side of my car (approx weight 1200kg) using a hydraulic jack with negligible effort. The actual piston that holds the car up has a diameter of 20mm, so an area of 2pi(0.01m)
2 = 0.000629 m
2. It's holding 1/2 the car's weight, say 600 kg, say 6000N; so the pressure on the backside of that piston is 6000N/0.000629m
2 = 9.55 MN/m
2 = 9.5 MPa = 95.5 Bar.
The magic that turns my minimal effort (perhaps 10-15 kgf) into almost ten times the pressure figure you think neigh impossible is a lever driving a small area piston. There's no reason that the same principle couldn't be applied to shifting the 30-40 ml of water at 10 Bar over 30 seconds that's required to make a shot of espresso.
Let's work it out. Magic numbers for espresso: 9 bar brewing pressure, shot of 40 ml delivered over 30 seconds.
We need 40 ml of water delivered over 30 seconds. Let's suppose a piston with a cross sectional area of 1.33 cm
2, move that piston through 1 cm and it will deliver 1.33 ml of water. Do that 30 times (once a second) will deliver 40 ml. Working against a pressure of 9 Bar (900 kPa) it will need 900,000 N/m
2, applied over 0.000133m
2 => ~120 N applied to the piston. Connect that piston to a lever with a 10:1 ratio and you will need to apply a force of 12 N (1.2 kgf) over a distance of 10 cm. (20:1 might be a better ergonomic compromise, 20 cm movement, 6N force).
If you can pump a lever through 10 cm, working against 1.2kgf, 30 times in thirty seconds then you can supply both the power and the pressure needed to brew a shot of espresso. I don't think too much of the machine from the video, but in principle it could be made to work.