Book contents
- Frontmatter
- Contents
- Preface
- 1 Critical effects in semiclassical scattering
- 2 Diffraction and Coronae
- 3 The rainbow
- 4 The glory
- 5 Mie solution and resonances
- 6 Complex angular momentum
- 7 Scattering by an impenetrable sphere
- 8 Diffraction as tunneling
- 9 The Debye expansion
- 10 Theory of the rainbow
- 11 Theory of the glory
- 12 Near-critical scattering
- 13 Average cross sections
- 14 Orbiting and resonances
- 15 Macroscopic applications
- 16 Applications to atomic, nuclear and particle physics
- References
- Index
4 - The glory
Published online by Cambridge University Press: 02 December 2009
- Frontmatter
- Contents
- Preface
- 1 Critical effects in semiclassical scattering
- 2 Diffraction and Coronae
- 3 The rainbow
- 4 The glory
- 5 Mie solution and resonances
- 6 Complex angular momentum
- 7 Scattering by an impenetrable sphere
- 8 Diffraction as tunneling
- 9 The Debye expansion
- 10 Theory of the rainbow
- 11 Theory of the glory
- 12 Near-critical scattering
- 13 Average cross sections
- 14 Orbiting and resonances
- 15 Macroscopic applications
- 16 Applications to atomic, nuclear and particle physics
- References
- Index
Summary
And art thou nothing? Such thou art, as when
The woodman winding westward up the glen
At wintry dawn, where o'er the sheep track's maze
The viewless snow-mist weaves a glist'ning haze,
Sees full before him, gliding without tread,
An image with a glory round its head;
The enamoured rustic worships its fair hues,
Nor knows he makes the shadow, he pursues!
(Coleridge, Constancy to an Ideal Object)We start by reviewing the history of glory observations and their consequences, which is almost as remarkable as the phenomenon itself. We describe various proposed explanations of the effect: until recently, the best one available was based on a conjecture by van de Hulst, related with the geometrical theory of diffraction, which is also briefly discussed.
Observations
The earliest recorded observations of the glory were made between 1737 and 1739 (cf. Lynch & Futterman 1991), during a French geodetic expedition to Peru, undertaken to settle the dispute between Newton and Cassini on the figure of the Earth (occasioning Voltaire's famous quip: ‘Vous avez confirmé dans des lieux pleins d'ennui, Ce que Newton connut sans sortir de chez lui’). Early one morning, a few members of the expedition, including Bouguer and a Spanish captain, Antonio de Ulloa (who introduced platinum into Europe following this expedition), stood on top of Mount Pambamarca, in the Peruvian Andes.
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- Diffraction Effects in Semiclassical Scattering , pp. 30 - 36Publisher: Cambridge University PressPrint publication year: 1992