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Behrens, The Limits to Growth. Potomac Associates, Washington (1972). 2 M. K. Hubbert, Energy sources, in Resources and Man. National Academy, San Francisco (1969). 3 M. A. Elliott and N. C. Turner, presented American Chemical Society, Boston (1972). 4 M. K. Hubbert, Energy resources for power production, in Environmental Aspects of Nuclear Power Stations. Vienna (1971). According to Newton's First Law, a body continues to move with the same momentum, unless acted on by another force. The present situation in the world energy policy appears to be an illustration of Newton's First Law, because the general posture of the Nations is one which continues, long after the bell has rung, with the same type of energy policy—now obviously hobbling The energy future and the chemical fuels Ή .

12). Even if the individual rotor of 33 The energy future and the chemical fuels 200 i> V) c »- UJ Ui ft 400 I 1- Q. UJ o • 500 φ 600 700 800 Fig. 11. Evidence of windbelts of more than 20 mph. 11 .. 10 15 20 TEMPERATURE, °C Fig. 9. The temperature gradient which is the origin of sea-solar power. 100 m turned out to be impractical, achievement of something near to their power could be made with smaller rotors covering the same area. 8. CHEMICAL FUELS POST 1990 Having discussed the major source of energy for the future—it will be advantageous to discuss the fuels with which they will be associated.

This technique clearly stems from the extensive development of crystal field theory by van Vleck,14 especially with respect to magnetic properties. His work in turn utilized the pioneer paper by Bethe15 on the application of group theory to the splitting of energy terms by crystal fields of various symmetries. This line of activity is a very elegant example of the importance of symmetry in quantum chemistry. Permutation symmetry enters through the Pauli Principle (and this use has been revived via "spin free" treatments).

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