Change Player Size
Watch this video in a new window

Future of Energy

My Email JDHardy54@comcast.net  
 
Customize

More From: layseylo

Loading...

QuickList(0)

Upgrade to Flash Player 10 for improved playback performance. Upgrade Now or get more info.
60 ratings
Sign in to rate
39,078 views
Want to add to Favorites? Sign In or Sign Up now!
Want to add to Playlists? Sign In or Sign Up now!
Want to flag a video? Sign In or Sign Up now!

Statistics & Data

Loading...

Video Responses (0)

This video has no Responses. Be the first to Post a Video Response.
Sign in to post a Comment

Text Comments (81)   Options

Loading...
xxx777aaa (2 weeks ago) Show Hide
+8
Marked as spam
total genius man.. its like u olved a way ive been thinking about for awhile... great visuals too. lets talk!
iamauen (1 month ago) Show Hide
+7
Marked as spam
Dude, let it run for a few hours and see what happens.
waterwart (2 months ago) Show Hide
 0
Marked as spam
That's what I was thinking. 'Just didn't know how to say it. I sure do wish I could find a free energy system.
curtmorehouse (3 months ago) Show Hide
+3
Marked as spam
Put up a webcam so we can see it run all the time. you can't proove perpetual motion in a 3 minute video clip.
Davidbzm01 (3 months ago) Show Hide
+12
Marked as spam
DUDE.. if anything. Be safer.. your going to fry yourself..
lanblan4 (3 months ago) Show Hide
+17
Marked as spam
It is well known that there can be negative energy densities in quantum field theory. Most of the work done in this area has involved free non-interacting systems. In this paper we show how a quantum state with negative energy density can be formulated for a Dirac field interacting with an Electromagnetic field. It will be shown that, for this case , there exist quantum states whose average energy density over an arbitrary volume is a negative number with an arbitrarily large magnitude.
lanblan4 (6 months ago) Show Hide
+17
Marked as spam
It has been shown that there exist quantum states with less energy than the vacuum state for QED in the temporal gauge. In fact there is no lower bound to the energy of quantum states. If an initial state interacts with properly applied classical fields then it is possible to extract an arbitrarily large amount of energy from the initial state. The classical fields that were applied in this article are mathematical objects that are not assumed to correspond to real physical objects.
lanblan4 (2 months ago)
Comment removed by author
lanblan4 (2 months ago)
Comment removed by author
natelee42069 (2 months ago)
Comment removed by author

Would you like to comment?

Join YouTube for a free account, or sign in if you are already a member.