Another try at the elusive collision.
Jan 13, 2014 17:05:59 #
Jan 13, 2014 17:06:42 #
Mike D. wrote:
Maybe two tubes at opposing angles? Still nice to look at.
Thank you Mike D.
Jan 13, 2014 17:07:54 #
snogost67 wrote:
LOVE #2!
Got lucky with the timing on that one.
Thank you.
Jan 13, 2014 17:08:59 #
Elliern wrote:
These are stunning! True works of art. I love them all. Thank you for sharing
Your welcome and thank you for looking .
Jan 13, 2014 17:10:10 #
Jan 13, 2014 17:12:19 #
Pictxterowner wrote:
Needs pressure.
Gravity wont do, maybe shoot the drops in from an angle.:-P
Gravity wont do, maybe shoot the drops in from an angle.:-P
No pressure involved Pictxrower. The drops fall from overhead valve. Timing is key element of this procedure.
Jan 13, 2014 17:15:29 #
rlaugh wrote:
Persistance..good work!
Thank you rlaugh. persistence and a lot of patience for sure.
Jan 13, 2014 18:32:34 #
You may need to enlist help. It is still out of my realm of comprehension how you release the drop(s) and capture the splash. Focus on what you do best and let someone else make water. (Puns intended)
Jan 14, 2014 00:19:52 #
OddJobber wrote:
That was my point. I understand the physics of it but couldn't come close to getting beautiful shots like these. :thumbup:
They hate when I give long drawn out speeches :roll:
But we thing alike you and I.
A field theory description of dissipation processes constrained by a high-symmetry group is given.
The formalism is presented in the example of the multiple-hadron production processes, where the transition to the thermodynamic equilibrium results from the kinetic energy of colliding particles dissipating into hadron masses.
The dynamics of these processes is restricted because the constraints responsible for the colour charge confinement must be taken into account.
We develop a more general S-matrix formulation of the thermodynamics of nonequilibrium dissipative processes and find a necessary and sufficient condition for the validity of this description; this condition is similar to the correlation relaxation condition, which, according to Bogolyubov, must apply as the system approaches equilibrium.
This situation must physically occur in processes with an extremely high multiplicity, at least if the hadron mass is nonzero.
We also describe a new strong-coupling perturbation scheme, which is useful for taking symmetry restrictions on the dynamics of dissipation processes into account.
Makes for some great pictures . :thumbup:
Jan 14, 2014 00:59:54 #
Jan 14, 2014 10:22:10 #
Mike D. wrote:
You may need to enlist help. It is still out of my realm of comprehension how you release the drop(s) and capture the splash. Focus on what you do best and let someone else make water. (Puns intended)
Thank you Mike D.
Jan 14, 2014 10:28:23 #
Jan 14, 2014 18:36:40 #
Jan 15, 2014 11:03:56 #
Jan 15, 2014 21:13:19 #
It wouldn't ruin my day if it never quite worked out but please don't stop posting the attempts. They are always very pleasant on the eyes.
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