thanks for your interesting and informative replies folks.I now understand about String theory ;-)
However ,this got me thinking about light and the electromagnetic spectrum. Is there a theoretical limit to how high the frequency that the gamma ray spectrum can go?
I thought that the more energy put into a photon would just increase the amplitude of the waveform,i.e, it's intensity rather than it's frequency.
So what "adjusts" the frequency of light/elctromagnetic waveforms?
Taking the guitar string analogy, of the string being fixed between two points in space,could the same be said of a wave of electomagnetic form?
I know that visible light wavelengths are measured in nm,and that the scale becomes so small at gamma ray wavelengths that it has to be measured in electron volts instead,I just wondered if the theoretical "string" length of gamma rays is limited to quantum foam scale,therefore there is a frequency limit.
Look forward to reading your replies.
Thanks.