Double-Slit Experiment in Time, Not Space
TheMatt writes "Thomas Young's double-slit experiment is a classic experiment that helped establish the wave-like nature of light. Since then, it has been done with atoms, buckyballs, and biomolecules. It has even been seen in a single molecule, and the single electron version was voted the most beautiful experiment by Physics World readers (covered previously on Slashdot). Now, PhysicsWeb is reporting that Gerhard Paulus and coworkers have conducted the double-slit experiment using a double-slit in time, not space. The "slit" was a crafted femtosecond pulse consisting of one-and-a-half cycles--say, two maxima and one minima--passed through an argon gas. Each maxima has a probability of ionizing an argon atom and producing an electron. The electrons were accelerated to a detector which observed an interference pattern since the detector had no idea which maximum produced the electron."
Tis a pitty your nanosized brain can't grasp anything better to say.
-nB
...that this has to be the most confusing summary ever. Here's my guess on timothy's brain processes.
... wave-like ... femtosecond ... maxima ... minima ... interference pattern ... Oooo shiny (click's approve).
;-)
double-slit
Or am I the only one who knows absolutely nothing about this subject or the significance of the experiment?
How about some *editing* timothy?
cLive
-- Trinity in high heels carrying a whip: The donimatrix - there is no spoonerism
Dr. Elliot says:
The only way to stay still in the three spatial dimensions is to move at the velocity of light c through time. The only way to stay still in the time dimension is to move at the velocity of light c through space. How else can this be explained, but with space and time coordinates are in motion relative to one-another?
I propose that the time dimension is moving relative to the three spatial dimensions. Such a concept may be used to explain physical phenomena found in relativity and quantum mechanics. The constant speed of light, time dilation, Lorentzian contraction, wave-particle duality, the equivalence of mass and energy, the gravitational red-shift, and the second law of thermodynamics may all be explained on a deeper level by a theory of moving dimensions. Such a theory may also offer a path for the unification of Quantum Mechanics and Relativity.
The only way to stay still in the three spatial dimensions is to move at the velocity of light c through time. The only way to stay still in the time dimension is to move at the velocity of light c through space. How else can this be explained, but with space and time coordinates are in motion relative to one-another?
The four dimensions of space-time are divided into three spatial dimensions and one time dimension. In the space-time metric, where ds is an invariant expressed as ds^2=x^2+y^2+z^2-c^2t^2, the minus sign and c^2 distinguishes the t coordinate from the three spatial coordinates. Why the minus sign exists is most often glossed over.it is considered to just "be" there, because it is there.
This paper explains the -c^2 in front of the t coordinate by proposing that the time dimension, the actual coordinate system, is moving relative to the three spatial dimensions. The time dimension is expanding at a rate of c relative to the three spatial dimensions, in a spherically symmetric manner.
Many trained physicists have a knee-jerk reaction that the time dimension cannot be moving because .dimensions cannot move.. First off, since the
universe is expanding, space-time is also expanding, demonstrating that
dimensions are moving and expanding. Secondly, general relativity
demonstrates that massive objects warp space-time, meaning that as a
massive object moves though space-time, it stretches space-time, showing
again that space-time in one area can move, or deform, relative to
space-time in another area. Thus there exist neither philosophical nor
physical barriers to the concept of moving dimensions, but for artificial
ones within lazy minds.
Rather than just accepting the minus sign in front of the c^2t^2 as being there because it .just is there,. this paper aims to look at the deeper
reality which gives rise to the minus sign. A physicist.s job is not to
accept things on blind faith, nor only ask questions that are allowed to be
asked, but a physicist.s job is to wonder. And that wonder, which seems
all but forgotten in the bureaucratization of modern physics, leads to the
deeper beauty. Imagination is more important than knowledge, was how one
physicist put it.
That the time dimension is different somehow from the three spatial dimensions is obvious. This difference is a result of the time dimension moving relative to the spatial dimensions.
Picture four dimensions.three spatial dimensions and one time dimension. An object can be rotated so that its projection along any particular axis decreases. When an object is rotated into time, its projection along the x, y, and z directions decreases. This is known as relativistic length contraction. Relativistic length contraction is *always* accompanied by time dilation and an increase in the object's velocity.
It is not possible to conduct a Lorentz transformation on a ruler, where it is rotated into the time dimension, without the ruler gaining a velocity through the
everybody and their mother has a unification theory now and they're willing to take your money before explaining it.
2 years and no mod points. Join reddit. Because openness is good.
There is no God
Um, yes there is.
---
Score: -1, Troll
This experiment supports Dr. Elliot's theory of moving dimensions:
Link1
Link2
The four-dimensions of space-time are divided into three spatial dimensions and one time dimension. In the space-time metric, s^2=x^2+y^2+z^2-c^2t^2, the minus sign and c^2 distinguishes t from the three spatial dimensions. Why the minus sign exists is most often glossed over--it is considered to just "be" there. This paper explains the minus sign by proposing that the time dimension, the actual coordinate system, is moving relative to the three spatial dimensions.
The time dimension is expanding at a rate of c relative to the three spatial dimensions, in a spherically symmetric manner. Many trained physicists have a knee-jerk reaction that the time dimension cannot be moving because "dimensions cannot move." First off, since the universe is expanding, space-time is also expanding, showing that dimensions are moving and expanding. Secondly, general relativity demonstrates that massive objects warp space-time, meaning that as a massive object moves though space-time, it stretches space-time, showing again that space-time in one area can move, or deform, relative to space-time in another area.
Rather than just accepting the minus sign in front of the c^2t^2 as being there because it just is there, this paper aims to look at the deeper reality which gives rise to the minus sign. A physicist's job is not to accept things on blind faith, nor only ask questions that are allowed to be asked, but a physicist's job is to wonder. And that wonder, which seems all but forgotten in the bureaucratization of modern physics, leads to a deeper beauty.
That the time dimension is different somehow from the three spatial dimensions is obvious. This difference is a result of the time dimension moving relative to the spatial dimensions. Picture four dimensions--three spatial dimensions and one time dimension. An object can be rotated so that its projection along any particular axis decreases. When an object is rotated into time, its projection along the x, y, and z directions decreases. This is known as relativistic length contraction. Relativistic length contraction is *always* accompanied by time dilation and an increase in the object's velocity. It is not possible to conduct a Lorentz transformation on a ruler, where it is rotated into the time dimension, without the ruler gaining a velocity through the three spatial dimensions. Because rotating an object into the time dimension always results in the object gaining a velocity relative to the spatial dimensions, one can conclude that the time dimension must be moving.
Einstein's two postulates of relativity state: I. The laws of physical phenomena are the same in all inertial frames. II. The velocity of light in free space is a universal constant, independent of any relative motion of the source and the observer. I propose that the two postulates may be expressed in an alternative manner, by stating the following law of moving dimensions: I. The time dimension is moving relative to the three spatial dimensions.
This can be shown illustrated in several ways: Consider an expression for the space-time interval of zero length, or of the null vector, which traces a photon's path through space-time: x^2+y^2+z^2-c^2t^2=0 or x^2+y^2+z^2=c^2t^2 which for one spatial dimension becomes x^2=c^2t^2 or x=ct. By taking the derivative of both sides with respect to t, we get dx/dt = d/dt (ct) = c, so dx/dt = c. And hence the time rate of change of the spatial dimension relative to the time rate of change of the time dimension is equal to the velocity of light. ct | / | / | / | / | / |/_______________ x
Also, if we trace the path of a photon on a space-time diagram, the only way for a photon to remain stationary in space-time is to move at the speed of light, or to keep up with the expanding time dimension. The null vector, which rep
"I'm not impatient. I just hate waiting." - My Dad