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Flesh and blood lifeform will not survive in the portal imo.
originally posted by: Arbitrageur
Won't it be hard to move through the portal if time is stopped?
originally posted by: Nochzwei
Take a region on space bound by 3 coordinates. Now bring the time to stop in this volume of space and you have a portal.
You might be able to bring time to a stop relative to Earth time inside a black hole, but otherwise I'm not sure how you could stop time. It's generally assumed that entering a black hole would probably be a lethal one way trip. If the radiation didn't kill you, the spaghettification would.
Lol or worse being instantly converted into pure energy, not to mention collateral damage from this energy
originally posted by: [post=19894252]ErosA433
So not only being unable to move in the first instance, but basically being atomized is not going to help so much either
It's a type of axial engine:
originally posted by: pfishy
Ok, if anyone here is knowledgeable about this particular subject, (lol. Yeah, I know that was kind of a dumb intro for this thread), what do you think or the Dukes Engine? I don't know if it's necessarily a good design for direct automotive applications, but I find the design pretty interesting. Seems like it would be really useful for generator or maybe pump applications. Here's a nice little video of it, for anyone who isn't familiar.
Dukes Engine
They aren't a new idea, here's a website showing axial engines going back to 1906:
Axial engines are challenging to make practicable at typical engine operating speeds.
originally posted by: Nochzwei
congratulation to the winners, but what usefull application, if any, is gonna come out from this neutrino tricks
NP commitee needs some drumming, looks like. Lol
a reply to: ErosA433
originally posted by: dragonridr
a reply to: ItVibrates
Didn't give enough details but here is how you figure it out I'll give you an example.
A 3" hydraulic cylinder with cylinder area 7.065 in2 moves a 30 inches stroke in 3 seconds. Required pump capacity can be calculated as
q = 0.26 (7.065 in2) (30 in) / (3 s)
= 18.4 gpm
originally posted by: ItVibrates
originally posted by: dragonridr
a reply to: ItVibrates
Didn't give enough details but here is how you figure it out I'll give you an example.
A 3" hydraulic cylinder with cylinder area 7.065 in2 moves a 30 inches stroke in 3 seconds. Required pump capacity can be calculated as
q = 0.26 (7.065 in2) (30 in) / (3 s)
= 18.4 gpm
Thanks, this is useful for us. Please know your help is appreciated. (even tho its not metric )
I dont want to give more info in the thread, as I dont want to pollute the thread with my project, but I will make a thread in the Survival forum sometime in the future with at least the de-sal tech on show. Hopefully I can link back here to show how you helped make the system happen.
Mazda was already tooled up for the rotary engine but for whatever reason they chose to not use it in their other vehicles.
originally posted by: pfishy
Ultimately, though, automotive manufacturers have invested so much in their 4 stroke piston engine designs they are likely reluctant to consider any attempt to redesign the power train of their vehicles to utilize a Wankel engine.
I know that kind of pump will work with a stream feeding it, but will it work in the ocean?
originally posted by: dragonridr
This may also help the pump is easy to make and runs along time if it breaks any hardware store allows you to make a new one. And remember to use brass fittings.
www.clemson.edu...