It will work. It won't work better.Oxbreath wrote:Look again at the .gif I posted above. The second one IS my valve. And it works very well.
Well, technically, none of those would work as drawn there - there's not the required area differential, but we'll leave that for now.
Only cross-sectional area matters - look again at diagrams #2 and 3. All that area on the right side of the sealing face - there's pressure on that too, creating an opposite force that completely cancels out the extra area you think you've added.
And curved surfaces, while they have a greater area, don't add anything either.
Pressure is always perpendicular to the surface, so the actual axial component of the forces... mathematically, all that extra surface area times the axial components - it works out as identical to the cross sectional area.
Like I said, there's two disproofs of this. One, bullets are not made with curved or grooved bases to add surface area for MOAR POWAH! If it did, they'd do it. But they don't, because it doesn't work.
And an example I've used before. Put your piston on a surface. Any flat surface, as long as it's in a pressurized atmosphere. Our 101,325 Pascal average will do.
Is it spontaneously starting to accelerate? Well then, the net forces on it must be completely equal, so clearly, by example that extra surface area cannot be adding "extra push" in one direction.
In short:
A) You need an area differential for a piston valve to work. If you think a valve is working without one, you're either mistaken, or have broken the laws of physics.
B) Only cross sectional area counts. Not total surface area.