jimmydasaint Posted July 9, 2008 Posted July 9, 2008 My knowledge of Physics does not extend far beyond K10 or the UK GCSE. However, I read that buckyballs (C60 =bucminsterfullerene) forced into diffraction slits caused an interference pattern typical of waves, demonstrating, once again, the duality of matter. http://www.quantum.univie.ac.at/research/matterwave/c60/index.html#Motivation If this is the case, and we become Spike Milligan silly here, can you fire a series of cats through an appropriate slit diameter and get the same pattern?
insane_alien Posted July 9, 2008 Posted July 9, 2008 in theory, yes. in practise, any effect would not be noticable and the conditions under which it would need to occur would result in the cats being dead. technically, everytime you walk through a door way you get diffracted a little tiny bit.
jimmydasaint Posted July 9, 2008 Author Posted July 9, 2008 Apart from showing duality of matter, what other interest would there be in sending buckyballs through the slits?
Pangloss Posted July 9, 2008 Posted July 9, 2008 in theory, yes. in practise, any effect would not be noticable and the conditions under which it would need to occur would result in the cats being dead. When do we start?
insane_alien Posted July 9, 2008 Posted July 9, 2008 as soon as we finish construction of a 1.21GW heisenberg-shroedinger cat-toast device to power the feline accelerator.
John Cuthber Posted July 9, 2008 Posted July 9, 2008 "any effect would not be noticable and the conditions under which it would need to occur would result in the cats being dead" Surely if it killed the cat this woulds be noticable.
Kyrisch Posted July 9, 2008 Posted July 9, 2008 "any effect would not be noticable and the conditions under which it would need to occur would result in the cats being dead"Surely if it killed the cat this woulds be noticable. I'm pretty sure it was meant that no quantum effects would be noticeable...
pioneer Posted July 9, 2008 Posted July 9, 2008 In it's normal life, cats do not show any particle-wave duality. In a loose sense cats act more like particles without any wave affect. If the cats could be coated in epoxy or something to retain their particle nature would they also show a wave affect going through diffraction slits? Or does this particle-wave affect only occur up to a certain level?
Sisyphus Posted July 10, 2008 Posted July 10, 2008 I'm sure that in 1985, plutonium is available in every corner drug store, but in 1955 it's a little hard to come by.
swansont Posted July 10, 2008 Posted July 10, 2008 as soon as we finish construction of a 1.21GW heisenberg-shroedinger cat-toast device to power the feline accelerator. On the contrary — if you want to see the diffraction, you need to reduce the momentum. [math]\lambda = \frac{h}{p}[/math] We need the feline refrigerator.
john5746 Posted July 10, 2008 Posted July 10, 2008 If this is the case, and we become Spike Milligan silly here, can you fire a series of cats through an appropriate slit diameter and get the same pattern? Actually, one cat would probably make a pretty good splatter pattern. Seriously, is there evidence to suggest that QM duality occurs with larger objects or can we get that precise with measurements?
swansont Posted July 10, 2008 Posted July 10, 2008 Actually, one cat would probably make a pretty good splatter pattern. Seriously, is there evidence to suggest that QM duality occurs with larger objects or can we get that precise with measurements? As previously mentioned, C-60 has been shown to diffract and interfere. Na2 as well. But you need lots of particles for the pattern to show up, meaning they all have to have the same energy (or momentum). The diffraction pattern spacing for nodes vs antinodes is [math]\frac{y\lambda}{d}[/math] Making d (slit separation) small enough is hard, since the cat has to make it through the slits, so d can't be smaller than that. The wavelength is small, even for a slow-moving, liquid-He temperature frozen cat. So for the separation to be visible — it has to be larger than the cat — you'd have to be really far away (y must be really big). The details are left as an exercise for the diligent student. The atom interferometer I worked on ages ago was going to use milliKelvin-ish Rb atoms traveling at (IIRC) 30 cm/s and going through slits that were 125 nm apart. You can do the math for that, too, if you want to.
alan2here Posted July 16, 2008 Posted July 16, 2008 Everytime you walk through a door way you get diffracted a little tiny bit. Please expand
John Cuthber Posted July 16, 2008 Posted July 16, 2008 To some tiny degree when you walk through a door your path may (and probably will) deviate slightly from a straight line.
alan2here Posted July 16, 2008 Posted July 16, 2008 To some tiny degree when you walk through a door your path may (and probably will) deviate slightly from a straight line. Like when you are really drunk? lol, only joking. Could you reword your explanation using the terms "bending of waves" and "quantum" in there somewhere while still staying on the scale suitable for a person and a door.
Sayonara Posted July 16, 2008 Posted July 16, 2008 in theory, yes. in practise, any effect would not be noticable and the conditions under which it would need to occur would result in the cats being dead. I think that if you had slits with sufficiently sharp edges, you would see quite an unmistakeable diffraction pattern.
Klaynos Posted July 16, 2008 Posted July 16, 2008 you also need to be moving really slowly to see any effect as the debroglie wavelength has to be on order of the slits.
Sayonara Posted July 16, 2008 Posted July 16, 2008 I am not sure we are on the same wavelength there...
Mr Skeptic Posted July 17, 2008 Posted July 17, 2008 in theory, yes. in practise, any effect would not be noticable and the conditions under which it would need to occur would result in the cats being dead. A cat in a space suit? Well, that would make it heavier. Better if we learn about cryonically freezing cats. It can then be revived, but won't be able to tell how it felt to get refracted. And several cats would be needed to confirm the diffraction pattern.
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