<p><BR/>Replying to:<BR/><DIV CLASS='Discussion_PostQuote'>the theoretical value for the smallest particle for us to detect is based on planck's constant and C. A photon is the smallest packet or quanta of energy that we can and do perceive to exist in this universe. That's our "ruler" so to speak. Can we have a better resolution than a packet of light/photon. Do we have the ability to measure an event smaller than light?planck length 1.616 252(81) x 10-35 mplanck time 5.391 24(27) x 10-44 s are considered to be the lowest possible values that are the basic properties of our "space.I was thinking of the double slit experiment where light is has been described to behave as both particle and wave. My opinion is we say wave only because the resolution that we can perceive only allows us to see the event as a wave but not as a particle. If we can perceive events as discrete packets of plank's time would not the idea of wave disappear and we see light for what it is a particle? Would we not be able to see "energy" or "fields" as discrete packets as well? <br />Posted by lildreamer</DIV></p><p>Sorry about the earlier blip -- computer hiccupped.</p><p>You are right on the edge of some questions that are not resolved. </p><p>When you start to talk about the "size" of elementary particles, things get thorny. As far as is known the electron is a point -- a no-kidding Euclidean point. No size, no volume at all. This poses a bit of a problem. If you calculate the energy required to put a charge into zero volume, you find that it is infinite. Yes, that is a problem. No, we do not have a resolution. The entire field of quantum electrodynamics has a problem with infinities. In the case of quantum electrodynamics they are dealt with via a rather mysterious process known as "renormalization". Calculations using the renormalization process turn out to be in astoundingly close agreement with experimental measurement. However, the process does not have a firm mathematical justification. Renormalization is a key to development of other quantum field theories (as you observed there is a role for quantization with regard to fields). It is the inability to generalize renormalization to the gravitational field that has prevented the development of a theory of quantum gravity and unifying general relativity with quantum theory.</p><p> With regard to "detecting something smaller that light", I think a more precise statement of the question is needed. Photons are also thought to be point particles, so one cannot even in principle talk about anything smaller (what would be smaller than a single point ?) On the other hand if you look at light as a wave, and ask whether we can detect a particle smaller than the wavelength of visible light, the answer is yes. Massive particles can also be thought of as waves. DeBroglie developed that concept. Electrons of a given energy also have an associated wavelength and it is usually smaller than that of visible light. That is why electron microscopes are used to provide images with resolution of features smaller than the wavelength of visible light.</p><p> You might want to take a read through Feynman's little book "QED". Light is a particle. It is not, however, a little marble and exhibits wavelike characteristics under certain circumstances. You might also want to take a look at a book "More than One Mystery." There is pretty neat set of pictures there showing the interference pattern of the classic double slit experiment, using electrons in this case, being build up one particle at a time -- an example of wave behavior comiing from discrete particles.</p> <div class="Discussion_UserSignature"> </div>