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Original source: Nature
Chemistry is all about how electrons move around. Every reaction shifts fuzzy, quantum clouds of electrons from one place to another. So a technique unveiled today, which takes pictures of these clouds, could revolutionize our understanding of the molecules that surround us.
"The ability to observe a molecular orbital really caught a lot of people by surprise," says David Villeneuve, a physicist from the National Research Council of Canada's Steacie Institute for Molecular Sciences in Ottawa. Villeneuve was part of the Canadian and Japanese collaboration that invented the method, described in this week's Nature. "An approximate take on quantum mechanics tells you that you can't directly observe an orbital, yet we have," he says.
The imaging technique uses extremely short laser pulses to briefly ionize an electron away from a molecule of nitrogen, which is simply two nitrogen atoms stuck together. As they spring back, the electrons emit light that can interfere with the laser pulse in different ways depending on the electron's position and where the laser pulse hit the molecule.
Measuring this interference for thousands of ionizations allowed the scientists to reconstruct the shape of the outermost electron orbital in nitrogen. It produces a blurred image, says Villeneuve, like a swarm of flies snapped in a long-exposure picture.
Although the scientists have only looked at a simple, linear nitrogen molecule so far, Underwood has just started working with the team on a project to image the electrons around more complex molecules. Early results suggest that this will be possible, he says.
The technique could eventually help chemists to improve existing chemical reactions, design new catalysts or even understand how biological processes work.
Originally posted by surfup
I am no chemistry person, but doesn't Heinsenberg Uncertainty principle come into play somewhere here?
If no is it because we are only lookibng at the clouds?
Surf
Originally posted by surfup
I am no chemistry person, but doesn't Heinsenberg Uncertainty principle come into play somewhere here?
NEWS RELEASE, 2/16/00
First-ever images of atom-scale electron clouds in high-temperature superconductors...
Using a scanning tunneling microscope they built specifically to study these unique materials, UC Berkeley scientists for the first time have obtained pictures of the electron clouds...
Ever since IBM scientists in 1993 used a scanning tunneling microscope to image the electron clouds around copper atoms in a metal, scientists have tried to extend this feat to other, more complex materials.
In that experiment they were able to see alterations in the electron clouds or wave functions around random, unknown impurities in the copper oxide layer.
...
The pictures obtained by the team clearly show cloverleaf-shaped electron clouds centered on each zinc atom, consistent with the d-wave orbitals these excited electrons should occupy in zinc and copper. Evidently the zinc atoms have stripped electrons from the Cooper pairs - the electron couplings that give rise to superconductivity - and concentrated them in clouds that look like a four-leaf clover. Cooper pairs in high temperature superconductors are thought to be formed from electrons on two adjacent copper atoms, whereas in other superconductors electrons forming a Cooper pair are often separated by thousands of atoms.
Originally posted by surfup
I am no chemistry person, but doesn't Heinsenberg Uncertainty principle come into play somewhere here?
If no is it because we are only lookibng at the clouds?
Surf
Originally posted by psychosgirl
i had no idea that so many othr people got excited about electron orbitals!
very cool!
Originally posted by mattison0922
The imaging technique uses extremely short laser pulses to briefly ionize an electron away from a molecule of nitrogen, which is simply two nitrogen atoms stuck together. As they spring back, the electrons emit light that can interfere with the laser pulse in different ways depending on the electron's position and where the laser pulse hit the molecule.
Measuring this interference for thousands of ionizations allowed the scientists to reconstruct the shape of the outermost electron orbital in nitrogen.
Underwood has just started working with the team on a project to image the electrons around more complex molecules.
I think I smell a Nobel Prize
picard
Also it doesnt answer the major quantum problem of whether electrons are particles or waves
mizar
So we now have proof of Bohrs model of the atom?
christ
If this all pans out what benifiets to what will we begain to see?
fleximind
If I understand the article, it's saying that an electron "orbital", an electron probability density cloud? was "reconstructed". Their experiment didn't solve the original problem, the observation of the actual orbit of Bohr's electron (seeing the continuous movement around the nucleus).
afterall, they reconstructed it from the kind of snapshots that we've already been able to get prior to this, didn't they?
chakotay
but we've got to come up with the real answers someday soon to get our species off this doomed rock
nox
The images are blurred orbitals (not even clear),
The Heisenberg's Uncertainty shouldn't get too much in the way.
Uncertainty and Electron Orbitals
It is obvious that no two atoms can have the same position; matter cannot overlap. However, under the uncertainty principle, position and velocity are both uncertain. Therefore, Wolfgang Pauli stated that two particles cannot have both the same position and velocity, within the limits dictated exclusion principle. Therefore, two given particles must stay a certain distance apart, in order to obey the exclusion principle. As with the other breakthroughs discussed above, a multitude of experimental data confirms Pauli's hypothesis.
Using these new theories, a new model of the atom and its electrons was invented by Erwin Schr�dinger called the wave-mechanical theory. The main feature of the theory was the integration of quantum mechanics, the wave view of an electron, and the exclusion principle. The resulting theory requires complex equations, called wave equations, that predict a region of high probability in which an electron can be found. Wave equations are represented by the symbol ψ , and because the equations are so complex, we will not present the mathematical details. However, Schr�dinger's theory makes the following points:
The fixed orbit levels of an electron are regions where the electron waves amplify each other instead of canceling; in the particle view, they are the only permitted energy levels.
Each wave function defines one allowed energy level.
As stated above, wave equations result in probabilities, not exact values, due to their integration of the uncertainty principle.
Four variables are necessary to solve the wave equation: n, l, ml, and ms. These values are called quantum numbers, and together they define one energy state; only certain values for each number are allowed. The first three specify the orbital's location in space, while the third specifies which electron the equation describes.