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e = mc2 -- 愛因斯坦又對了 -- 法新社
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e = mc2: 103 years later, Einstein's proven right

PARIS (AFP) – It's taken more than a century, but

Einstein's celebrated formula e = mc2 has finally been

corroborated, thanks to a heroic computational effort by

French, German and Hungarian physicists.

A brainpower consortium led by Laurent Lellouch of

France's Centre for Theoretical Physics, using some of

the world's mightiest supercomputers, have set down the

calculations for estimating the mass of protons and 

neutrons, the particles at the nucleus of atoms.

According to the conventional model of particle physics,

protons and neutrons comprise smaller particles known

as quarks, which in turn are bound by gluons.

The odd thing is this:

the mass of gluons is zero and the mass of quarks is only

five percent. Where, therefore, is the missing 95

percent?

The answer, according to the study published in the US

 journal Science on Thursday, comes from the energy 

from the movements and interactions of quarks and

gluons.

In other words, energy and mass are equivalent, as

Einstein proposed in his Special Theory of Relativity in

1905.

The e = mc2 formula shows that mass can be converted

into energy, and energy can be converted into mass.

By showing how much energy would be released if a

certain amount of mass were to be converted into

energy, the equation has been used many times, most

famously as the inspirational basis for building atomic

weapons.

But resolving e = mc2 at the scale of sub-atomic particles

 -- in equations called quantum chromodynamics -- has

been fiendishly difficult.

"Until now, this has been a hypothesis," France's

National Centre for Scientific Research (CNRS) said

proudly in a press release.

"It has now been corroborated for the first time."

For those keen to know more: the computations involve

"envisioning space and time as part of a four-dimensional

crystal lattice, with discrete points spaced along columns

and rows."

http://news.yahoo.com/s/afp/20081120/sc_afp/sciencephysicseinstein;_ylt=AgH4ok233Fl2mCtNDVrfFQobr7sF

 

 



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宇宙常數 -- 愛因斯坦還是對的 - C. Moskowitz
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Einstein's 'Biggest Blunder' Turns Out to Be Right

Clara Moskowitz, SPACE.com Senior Writer
What Einstein called his worst mistake
, scientists are now depending on to help explain the universe.

In 1917, Albert Einstein inserted a term called the cosmological constant into his theory of general relativity to force the equations to predict a stationary universe in keeping with physicists' thinking at the time. When it became clear that the universe wasn't actually static, but was expanding instead, Einstein abandoned the constant, calling it the '"biggest blunder" of his life.

But lately scientists have revived Einstein's cosmological constant (denoted by the Greek capital letter lambda) to explain a mysterious force called dark energy that seems to be counteracting gravity -- causing the universe to expand at an accelerating pace.

A new study confirms that the cosmological constant is the best fit for dark energy, and offers the most precise and accurate estimate yet of its value, researchers said. The finding comes from a measurement of the universe's geometry that suggests our universe is flat, rather than spherical or curved.

Geometry of the universe

Physicists Christian Marinoni and Adeline Buzzi of the Universite de Provence in France found a new way to test the dark energy model that is completely independent of previous studies. Their method relies on distant observations of pairs of galaxies to measure the curvature of space.

"The most exciting aspect of the work is that there is no external data that we plug in," Marinoni told SPACE.com, meaning that their findings aren't dependent on other calculations that could be flawed.

The researchers probed dark energy by studying the geometry of the universe. The shape of space depends on what's in it -- that was one of the revelations of Einstein's general relativity, which showed that mass and energy (two sides of the same coin) bend space-time with their gravitational force.

Marinoni and Buzzi set out to calculate the contents of the universe -- i.e. how much mass and energy, including dark energy, it holds -- by measuring its shape.

There were three main options for the outcome.

Physics says the universe can either be flat like a plane, spherical like a globe, or hyperbolically curved like a saddle. Previous studies have favored the flat universe model, and this new calculation agreed.

Flat universe

The geometry of space-time can distort structures within it. The researchers studied observations of pairs of distant galaxies orbiting each other for evidence of this distortion, and used the magnitude of the distortion as a way to trace the shape of space-time.

To discover how much the galaxy pairs' shapes were being distorted, the researchers measured how much each galaxy's light was red-shifted -- that is, budged toward the red end of the visual spectrum by a process called the Doppler shift, which affects moving light or sound waves.

The redshift measurements offered a way to plot the orientation and position of the orbiting pairs of galaxies. The result of these calculations pointed toward a flat universe.

Marinoni and Buzzi detail their findings in the Nov. 25 issue of the journal Nature.

Understanding dark energy

By providing more evidence that the universe is flat, the findings bolster the cosmological constant model for dark energy over competing theories such as the idea that the general relativity equations for gravity are flawed.

"We have at this moment the most precise measurements of lambda that a single technique can give," Marinoni said. "Our data points towards a cosmological constant because the value of lambda we measure is close to minus one, which is the value predicted if dark energy is the cosmological constant."

Unfortunately, knowing that the cosmological constant is the best mathematical explanation for how dark energy is stretching out our universe doesn't help much in understanding why it exists at all.

"Many cosmologists regard determining the nature of dark energy and dark matter as the most important scientific question of the decade," wrote Alan Heavens of Scotland's University of Edinburgh in an accompanying essay in the same issue of Nature. "Our picture of the universe involves putting together a number of pieces of evidence, so it is appealing to hear of Marinoni and Buzzi's novel technique for testing the cosmological model, not least because it provides a very direct and simple measurement of the geometry of the universe."

http://news.yahoo.com/s/space/20101124/sc_space/einsteinsbiggestblunderturnsouttoberight



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