Weighing An Attogram 42
Roland Piquepaille writes "Researchers at Cornell University have reached a new level of precision by measuring objects with a mass of less than an attogram (10^-18 gram). They used a silicon cantilever oscillator to measure small dots of gold. But their real goal is to detect and identify viruses. The team also wants to reduce the size of the cantilever, extending the sensitivity well into the zeptogram (10^-21 gram) range. This summary contains more details and an image of a small gold dot resting on the silicon cantilever they used to achieve this breakthrough."
New tests for gravity. (Score:5, Interesting)
Inquiring physicists want to know and this innovation could help them know it.
Tests will be difficult (Score:5, Insightful)
Re:New tests for gravity. (Score:5, Informative)
They are not "weighing" anything. They are measuring the mass of the gold. These are two different things. Gravity is not involved in the latter.
Re:New tests for gravity. (Score:1)
Re:New tests for gravity. (Score:5, Informative)
I don't really think that this technology in its current form can measure the forces on a particle that size. If you read the article, it is measuring the mass by measuring the resonant frequency, not measuring the forces present on the object.
Yes I know that external forces can shift the frequency (due to nonlinearity) however I do not think that the precision of the device allows for measurement of such a weak effect.
This has little to do, as another poster metioned, with other forces masking things at this small scale, but rather with the fundamental nature of the measuring device.
Disclaimer: I'm a semester away from my BS in physics.
Cheers,
Justin
How many... (Score:3, Interesting)
Very fascinating! I love the picture.
Re:How many... (Score:5, Informative)
10E-18 / 197 = 5.076x10E-21 mol
5.076x10E-21 x 6.022x10E23 = 3056.8 gold atoms.
Re:How many... (Score:2, Funny)
Re:How many... (Score:1)
Next question:
How much is one gold atom worth?
Re:How many... (Score:1)
Really pure metals are quite expensive, and these are usualy only 99.9999% pure (give or take a nine). These are only used in labs, more common materials have a purity near 99% or worse.
Re:How many... (Score:2, Insightful)
Actually... with his calculations it should be rounded to 3060 because there are only three significant figures in 197g/mol
Obviously it gets the point across either way though.
Re:How many... (Score:1)
So that's what? 3056 gold atoms and a europium atom?
Re:How many... (Score:3, Funny)
Or: 3056 gold atoms and a Gd atom (157.3ame ~80% of 197.0ame).
Or: I broke one of the gold atoms, there quite fragile, you know.
Re:How many... (Score:4, Interesting)
I think it was one of the Caves of Steel series.
Not only can we weigh things, we can identify them at infinitesimal quantities. There was a fact article in Analog about analytical chemistry. There are sensors today that can match the sensitivity of a dog's nose. That field has been advancing at the same explosive rate as computer performance has.
Great (Score:2, Funny)
I can see it now: Crotch in a Bottle, by Calvin Klein
Re:How many... (Score:2, Funny)
So can I have all of those extra fractional gold atoms? No one will miss 0.8 atoms out of 3056. I'll deposit them into my Swiss bank account, a la "Office Space".
Ah, finally... (Score:3, Funny)
Weight Via Chaos Theory (Score:3, Interesting)
I'm not sure that it would really work in practice, but I just thought it was a neat idea, and vaguely related to the authors' use of an oscilator.
Perhaps if they were able to make the position of the oscilator at any time sensitively dependent on initial conditions, they could invent such a measurment tool (e.g. swing another weight in and out based on the position of the oscilator to slightly modify the local gravity in a nonmodal fashion that would make the oscilator sensitively dependent upon its weight and its inital position)
My differential equations work is so far gone, I couldn't even begin to measure this mathematically anymore.
Re:Weight Via Chaos Theory (Score:2)
Re:Weight Via Chaos Theory (Score:5, Interesting)
Re:Weight Via Chaos Theory (Score:2)
Re:Weight Via Chaos Theory (Score:2)
You don't subtract a single noise measurement from a single final measurement, which would double your error margin (you could have a perfect cancellation, or perfect addition).
Not just in optics (Score:2)
A technique like the one you mention is very common in many measuring applications: it's called oversampling [earlevel.com] followed by lowpass filtering.
Essentially, you're trading bandwidth for accuracy: the lower you make your lowpass bandwidth, the more you "average out" the noise, and the more accurate your measurement can become. However, the downside is that your bandwidth is very small, which causes your measuring time to be very large (you'll have to wait for your lowpass filter to complete at least a reasonabl
Re:Weight Via Chaos Theory (Score:3, Informative)
And, the number of possibilities you have for a starting state would probably depend on just how sensitive your system is. If there's not many possibilities to choose from, then your system is probably insensitive enough to get an accurate measurement right up front.
But it's a cool idea that would probably make a good
Re:Zeptogram? (Score:5, Funny)
It will just grow back then... (Score:2, Funny)
A virus is what we doctors call very very small. So small in fact it could not possible have made off with an entire leg.
Zeptogram? (Score:3, Funny)
Re:Zeptogram? (Score:2)
{tasteless puns should be forbidden or forgiven by the government}
Re:Zeptogram? (Score:2)
You mean Attagram, right? Only a sick bastard would log in to /. to make tasteless jokes about Septemb...oh wait!
Identifying a virus by weight.. (Score:2, Funny)
I can't be the only one thinking this.... (Score:2, Funny)
Maybe they should license this technology to Microsoft?
Not Easy (Score:2)