A&A manuscript no. (will be inserted by hand later) Your thesaurus codes are: 07 (07.09.1; 07.13.1;)

of the high- frequency

The question of fluctuations in electromagnetic radiation played an important part during the first period of the development of quantum theory. After having introduced (Einstein I905) the conception of light quanta or photons in order to explain the observed phenomena of the

to Video Display Units (VDU) and electromagnetic radiation at working place. Some results of measurements are presented. Keywords: electromagnetic fields, health problems, VDU (Video Display Unit). 1.

This paper suggested a mechanism for Electromagnetic Radiation (EM-R); the mechanism is based on the Flip-Flop (F-F) of combined Circular Magnetic Field (CMF) and Electric Field (EF) produced by energetic charged particles, the action released the EM-R; while as the F-F generates EM-R, it is also

We show that in addition to well-known Bessel, Hermite–Gauss and Laguerre– Gauss beams of electromagnetic radiation, one may also construct exponential beams. These beams are characterized by a fall-off in the transverse direction described by an exponential function of ρ. Exponential beams, like

The physical nature of the speed of light is discussed and the so called “Relativity Principle ” is defined and discussed. ASSUMPTIONS: 1. Light is one form of electromagnetic radiation which may or may not be radiation identical to Radio, X, Gamma, and Delta (see www.k1man.com/a16), except

1.1 Distribution of Electromagnetic Field Momentum in dielectrics in stipulation of self-induced transparency Interaction of quantums of electromagnetic radiation with substance can be investigated both from a wave position, and from a quantum position. From a wave position under

Classical radiation from an accelerated charge is reviewed along with the reciprocal topic of accelerated observers detecting radiation from a static charge. This review commemerates Bahram Mashhoon’s 60th birthday.

Abstract It is shown that Planck’s energy distribution for a black-body radiation field can be simply derived for a gas-like ether with Maxwellian statistics. The gas consists of an infinite variety of particles, whose masses are integral multiples n of the mass of the unit particle, the abundance