News & Views item - January 2011

 

 

For the First N&V of the Millennium's Second Decade Spare a Thought for the Weak Photon. (January 2, 2011)

Bob Park continues his crusade against stupidity one-hundred and six years after the deduction of the photoelectric effect.

PHOTONS: WHAT ALBERT EINSTEIN KNEW ABOUT CELL-PHONE RADIATION.
Maybe I missed it, but I have seen nothing from major media sources refuting the preposterous claim that radiation from cell phones and other wireless devices is linked to human health problems. We are bathed in microwave radiation. Most of it is as natural as sunshine, but wireless communication, including cell phone radiation, is not. What do we know about the effect of this stuff on the human body, and how long ago did we know it? The starting point is 1905, sometimes called "Albert Einstein's miracle year." One of the four "miracle" papers he published that year dealt with the photoelectric effect. He treated the light striking an object as particles called quanta, having energy equal to the frequency times the Planck constant*. This predicted a photoelectron threshold at the extreme blue end of the visible spectrum, below which there would be no photoemission. Almost nobody believed him, including Robert Millikan, perhaps the world's greatest experimentalist. The photoelectric effect had already been explained with Maxwell’s wave theory, but experimental confirmation was lacking. Einstein wasn't bothered; he had other great things to do while waiting for confirmation. Millikan did the experiment in 1917; it agreed perfectly with Einstein's theory. The 1921 Nobel Prize in Physics was awarded to Einstein for his theory of the photoelectric  effect. Millikan won the Prize two years later. Their results show that  microwaves are great for warming pizza and they don't cause cancer.

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*Credit Wikipedia: The Planck constant has dimensions of energy multiplied by time, which are also the dimensions of action. In SI units, the Planck constant is expressed in joule seconds (J·s). The dimensions may also be written as momentum multiplied by distance (N·m·s), which are also the dimensions of angular momentum.

The value of the Planck constant is:[1]

h = 6.626\ 068\ 96(33)\times 10^{-34}\ \mathrm{J \cdot s} = 4.135\ 667\ 33(10)\times 10^{-15}\ \mathrm{eV \cdot s}.

The value of the reduced Planck constant is:

\hbar = {{h}\over{2\pi}} = 1.054\ 571\ 628(53)\times 10^{-34}\ \mathrm{J \cdot s} = 6.582\ 118\ 99(16)\times 10^{-16}\ \mathrm{eV \cdot s}.

The two digits between the parentheses denote the standard uncertainty in the last two digits of the value. The figures cited here are the 2006 CODATA recommended values for the constants and their uncertainties. The 2006 CODATA results were made available in March 2007 and represent the best-known, internationally-accepted values for these constants, based on all data available as of 31 December 2006. New CODATA figures are scheduled to be published approximately every four years.