Vampires don't have reflections; everybody knows that. But how do they not have reflections? What's the mechanism? And what useful applications are there for that mechanism?
I think it goes like this. When a photon strikes a vampire, it separates into two different types of semiphoton, which I'm going to call an R-photon and an S-photon. The R-photon continues along the original photon's path, as if the vampire hadn't been there; R-photons disappear if they touch a sensor (such as an eye, or a camera), but if they touch a reflective object they reflect off it and turn back into ordinary photons. (Most noticeable with a mirror, but I think it applies to diffuse reflection off ordinary surfaces too.) The S-photon, meanwhile, reflects off the vampire as if it had been an ordinary body; S-photons disappear if they touch a reflective surface (again, ordinary diffuse surfaces as well as mirrors), but things like the photoelectric effect work just fine, so S-photons interact with sensors exactly like normal photons do.
Hence, if you're in the room with a vampire, you see it by means of the S-photons scattering off it; but if you look in the mirror, you don't see the reflections of the S-photons, but only those of the R-photons which went straight through the vampire.
There are a couple of fiddly corner cases: what happens if the first object struck by an R- or an S-photon is another vampire? After drawing a thought-experiment diagram or two on paper, I conclude that R-photons go straight through additional vampires and remain R-photons only, while S-photons bounce off vampires and remain S-photons only. Any other behaviour would sometimes enable you to see a vampire in a mirror, by putting another vampire either between the first one and the light or between the first one and the mirror.
So now we have a sound theoretical basis for the optical behaviour of vampires, what are its applications? Well, distressingly, no application I've been able to think of quite works.
You'd like to be able to use a wide flat vampire as a one-way wall: angle a mirror at the wall and you can see through the vampire as if it wasn't there, but people on the other side don't know you're watching. Except that doesn't work if they have mirrors too, and in a world where people used this as a means of covert surveillance, anyone remotely paranoid would have a small mirror about their person at all times.
A vampire itself would have the useful ability to wear a pair of glasses with one lens mirrored on the inside, and thus be able to see people sneaking up behind it with stakes. Unfortunately, a vampire so equipped would no longer be entirely invisible in mirrors – there'd be a mirrored lens hovering in mid-air. I'm sure that would turn out to be inconvenient.
A superficially impressive military application requires a vampire which itself has a mirror finish. If you take a laser beam and reflect it off a vampire, you split it into an R-laser and an S-laser. The R-laser is useless as far as I can see, but the S-laser has definite possibilities: it has the same effect on a target as ordinary laser weapons, but without the risk of mirror-carrying enemies reflecting it back at you. Except that even that doesn't work, because vampires reflect S-photons; so if the enemy also has a mirror-polished vampire, they can use that to send your beam back at you. Arrgh!
You'd also have to avoid using a laser working in the ultraviolet frequency range, or else your vampire would develop a completely different optical problem…
(Thanks to several people in the pub for helping me discuss this very silly idea :-)
no subject
no subject
no subject
no subject
But as we can’t see a vampire’s clothes in the mirror, why should we be able to see a vampire’s glasses in the mirror?
no subject
(no subject)
(no subject)
(no subject)
(no subject)
no subject
no subject
It must be a right bugger to be a vampire cyclist, though. Sorry mate I didn't see you.
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
no subject
no subject
It also explains the Reverse Vampire Trousers worn by most first-person computer game characters: they have simply adapted the material to bounce R-photons and pass through S-photons.
no subject
(no subject)
(no subject)
(no subject)
no subject
no subject
no subject
Oh, and saw this and thought of you (http://www.bunniestudios.com/blog/?p=253)... ;)
no subject
ROFL! That's great. And somehow just feels right. I bet vampires do program in C#[1].
[1] That is, if a vampire programs, they probably do it in C#. I'm not asserting the existent of a vampire :)
no subject
no subject
(Anonymous) 2008-06-27 09:36 am (UTC)(link)Now: sombras que corta.
no subject
no subject
I think that given my model as specified above, I would have to say that it would make no difference if the target object is a vampire. The R-photons going through the vampire would miss the plate, and wouldn't affect it even if they reached it; the S-photons bouncing off would hit the plate and affect it as normal, since the plate changes state in response to photons and hence clearly qualifies as a sensor. Hence, you can take holograms of vampires in exactly the normal way.
no subject
I see three possibilities:
- Both the R-photon and S-photon carry all the energy of the plain ol' photon.
- The R-photon and S-photon each carry some proportion of the energy.
- The energy goes Quantum (hand-wave) and is found by the first person to go looking for it.
(1) has the obvious problem that it violates conservation of energy; (2) has the problem that objects viewed in a mirror through space occupied by a vampire will look dimmer and/or vampires will themselves look dimmer when viewed directly; (3) avoids that objection, but only until both the reflection through the vampire and the vampire are simultaneously observed.Thinking about it further, the only option that makes sense is (1), with the vampire acting as an energy source — maybe that's why vampires can't cope with sunlight? But even then, where does the energy go when an R-photon hits a sensor or an S-photon hits a mirror?
no subject
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
(no subject)
no subject
Reflective vampires could be used as a power source. Sending a beam of light at them, and absorbing the light that bounced off them, and (by use of a mirror) the light that went through them would give, assuming >50% solar panel efficiency, a greater power output than input. Indeed, stick a reflective vampire in the lasing compartment of a laser minus the laser hole, and you'd get energy out with minimal input energy.
The latter probably means that reflective vampires don't exist; in order to exist without violating the law of conservation of energy they'd have to wear non-light-absorbing black clothing. This would probably be sufficient, provided they avoided reflective surfaces such as items of silver and bodies of water...
no subject
Provided we are agreed that an optical fibre behaves as a mirror for the purposes vampirism, shining R-photons into a fibre make photons come out the far end.
Therefore, you can perform a vampire-in-the-middle attack on quantum cryptography: the endpoints see no difference with an interposed vampire, but you observe the stream of S-photons reflected off the vampire.
no subject
(no subject)
no subject
Thus you can use the standard quantum polarisation cryptography technique of sending bits according to a randomly chosen axis, the other chosen randomly, and the receiver determining the value on a random axis, and then later collaborating, publicly to work out which half of the bits were sent and measured on the same axis, which are known to sender and recipient, and then comparing a small proportion of them to determine none have changed. (As any eavesdropper will lose information, due to eg. looking directly, and then not knowing if the photon would have been visible reflected off a mirror or not.)
I couldn't work out why this was better than the quantum angle, but gerald_duck helpfully provided that :)
no subject
(no subject)
no subject
no subject
Oddly enough, I did briefly have a completely different thought which was related to chirality: supposing vampires' invisibility in mirrors was fundamentally a consequence of the mirror reversing chirality, so that a vampire reflected in any odd number of mirrors was invisible but in an even number it was there again. I think that would need an entirely different explanation at the photon level, though, and I haven't sat down and worked one out. (Also, I admit to having blatantly pinched the chirality idea from China Miéville.)
no subject
no subject
no subject