OH boy--this one could really go into the stratosphere-- I'm gonna grab popcorn and tea for this one. I've been around the various arguments regarding...and although
some of them do have valid points...yes, even the physics that's involved internally but at the end of the day, I'd elect for the vertical simply because it took up less space in my already small working footprint.
Regarding the observation of more horizontal tanks exploding than vertical-- I'd probably argue that was simply because the tank of choice inside manufacturing plants and smaller, yet highly productive light industrial facilities is the horizontal tank. It's simply a probabilities scenario. Greater chance of exploding than your component, when you're being used everyday and with great demand bearing down on you and there's more of you out there. That's just my thoughts. Who am I?
Without getting into the physics of air, I would say my thoughts about removing water from the two. I do feel like one could drain more water out of a vertical tank than a horizontal and here's my thoughts.
- given the cohesion of water molecules on a vertical wall, I feel like once the lower molecules are tugged on by the pooling of water in the bottom, that chain of molecules will -with the assistance of gravity and the lower friction -- flow much more easier down the vertical walls towards the bottom. -- the radius of the horizontal tank lying on it's side as such, presents a radius into the equation, in this flow trail. The water molecules aren't as vertical and have more of a concave seating underneath them....or do they, considering the size of the arch compared to that of an individual molecule? I don't know 100%, without some experimentation but that's the way I see it at this point anyway.
--also, the horizontal tanks don't have a sloped bottom towards the drain plug, it's flat on both sides of the drain and for quite some distance. I'd argue that there is always water left in those horizontals, whereas the drain for a vertical tank is sitting at the bottom of a concave surface.