Contemporary Materials I−2 (2010)
Contemporary Materials, I−2 (2010) Page 112 of 116
THE R SPECTRA OF ATOMS AND MOLECULES
M. W. Evans1, H. Eckardt2
Abstract:
The concept of R spectra of atoms and molecules is developed to give spectral profiles in individual examples. The concept is based on absorption theory with conservation of linear momentum correctly considered for the first time. These considerations extend the Einstein energy equation and rest energy concept to general relativity, the rest mass concept of special relativity becomes the covariant mass of general relativity, defined in terms of the R factor with units of inverse metres squared. Each atomic or molecular transition has its own R spectrum or pattern.
Keywords: ECE theory, R theory, R spectra of atoms and molecules.
References
[1] M. W. Evans et al., Generally Covariant Unified Field Theory (Abramis 2005 onwards), in seven volumes to date.
[2] M. W. Evans, S. Crothers, H. Eckardt and K. Pendergast, Criticisms of the Einstein Field Equation (Abramis in press, preprint on www.aias.us).
[3] M. W. Evans, H. Eckardt and D. W. Lindstrom, Applications of ECE Theory to Hydrogen Bonding (Serbian Academy of Sciences, 2010).
[4] K. Pendergast, The Life of Myron Evans (Abramis in press, preprint on www.aias.us).
[5] L. Felker, The Evans Equations of Unified Field Theory (Abramis 2007, Spanish translation on www.aias.us).
[6] M. W. Evans et al., the Omnia Opera of www.aias.us.
[7] M. W. Evans and J.-P. Vigier, The Enigmatic Photon (Kluwer, Dordrecht, 1994 to 2002) in five volumes available in the Omnia Opera of www.aias.us.
[8] M. W. Evans and L. B. Crowell, Classical and Quantum Electrodynamics and the B(3) Field (World Scientific, 2001).
[9] M. W. Evans and A. A. Hasanein, The Photomagneton in Quantum Field Theory (World Scientific, 1994).
[10] M. W. Evans and S. Kielich (eds.), Modern Non-Linear Optics (Wiley first and second editions, 1992, 1993, 1997, 2001 and e book editions).
[11] The ECE websites www.aias.us (archived in the National Library of Wales and British web archives), www.et3m.net, www.upitec.org.
[12] S. P. Carroll, Spacetime and Geometry:an Introduction to General Relativity (Addison Wesley, New York, 2004).