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-   -   Can somebody please explain (http://www.discussworldissues.com/forums/science-forum/183333-can-somebody-please-explain.html)

amotoustict 06-11-2011 01:27 AM

Can somebody please explain
 
Slinky physics?

http://4.asset.soup.io/asset/2426/1828_c77f.gif

This kinda blew my mind.
I know that there is something profound about this but I cant wrap my tiny little mind around it.http://www.discussworldissues.com/fo...milies/eek.gif

Buildityrit 06-11-2011 02:00 AM

Here ya go PS

SaLifHoq 10-13-2011 09:22 AM

Quote:

physicsFluid.jpg
The Navier-Stokes Equations for the velocity in a compact vector notation (top) and

the equation for a density moving through the velocity field (bottom).

Mathematically, the state of a fluid at a given instant of time is modeled as a velocity vector

field: a function that assigns a velocity vector to every point in space. Imagine the air that

occupies a room, its velocity will vary due to the presence of heat sources, air drafts, etc. For

example, the velocity of the air near a radiator will predominantly be pointing in the upward

direction due to heat rising. The distribution of velocities within a room is also quite complex as

is evident when watching the smoke rising from a cigarette or the motion of dust particles in

the air.The Navier-Stokes Equations are a precise description of the evolution of a velocity field

over time. Given the current state of the velocity and a current set of forces, the equations tell

us precisely how the velocity will change over an infinitesimal time step. Figure 1 (top) depicts

these equations in a compact vector-like notation. Very roughly the equation states that the

change in velocity is due to the three terms on the right hand side of the equal sign.

http://i33.photobucket.com/albums/d9...olent009-1.gif

fkisjjdhh 12-10-2011 11:15 PM

Here's another mind boggling physics trick...

fil_nurser 12-10-2011 11:22 PM

physicsFluid.jpg
The Navier-Stokes Equations for the velocity in a compact vector notation (top) and

the equation for a density moving through the velocity field (bottom).

Mathematically, the state of a fluid at a given instant of time is modeled as a velocity vector

field: a function that assigns a velocity vector to every point in space. Imagine the air that

occupies a room, its velocity will vary due to the presence of heat sources, air drafts, etc. For

example, the velocity of the air near a radiator will predominantly be pointing in the upward

direction due to heat rising. The distribution of velocities within a room is also quite complex as

is evident when watching the smoke rising from a cigarette or the motion of dust particles in

the air.The Navier-Stokes Equations are a precise description of the evolution of a velocity field

over time. Given the current state of the velocity and a current set of forces, the equations tell

us precisely how the velocity will change over an infinitesimal time step. Figure 1 (top) depicts

these equations in a compact vector-like notation. Very roughly the equation states that the

change in velocity is due to the three terms on the right hand side of the equal sign.

syncFisee 05-22-2012 02:01 AM

Can someone translate that is less beefy people wordshttp://www.discussworldissues.com/fo...milies/eek.gif

halfstreet 05-22-2012 05:40 PM

That was fun reading http://www.discussworldissues.com/fo...es/biggrin.gif


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