The geometrical meaning of the paraxial approximation of Snell's law and visualizing its accuracy (English)
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In:
European Journal of Physics
;
21
, 1
;
59-62
;
2000
- Article (Journal) / Electronic Resource
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Title:The geometrical meaning of the paraxial approximation of Snell's law and visualizing its accuracy
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Contributors:Hans-Jürgen Hoffmann ( author )
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Published in:European Journal of Physics ; 21, 1 ; 59-62
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Publication date:2000-01-01
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ISSN:
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DOI:
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Type of media:Article (Journal)
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Type of material:Electronic Resource
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Language:English
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Source:
Table of contents – Volume 21, Issue 1
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
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Particle propagator in elementary quantum mechanics: a new path integral derivationStefano Ansoldi / Antonio Aurilia / Euro Spallucci et al. | 2000
- 13
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Optical polarization without toolsDavid Auerbach et al. | 2000
- 19
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The electron inside the nucleus: an almost classical derivation of the isotropic hyperfine interactionManfred Bucher et al. | 2000
- 23
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Exploring a rheonomic systemAntonio S de Castro et al. | 2000
- 27
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Charge in a magnetic field: quasi-classical statesFranco Gori / Massimo Santarsiero / Riccardo Borghi / Giorgio Guattari et al. | 2000
- 35
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A trigonometric aid for the Dirac equation in hydrogen-like atomsW Gough et al. | 2000
- 41
-
Thermodynamics using coinsSadri Hassani et al. | 2000
- 49
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The Karlsruhe Physics CourseF Herrmann et al. | 2000
- 59
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The geometrical meaning of the paraxial approximation of Snell's law and visualizing its accuracyHans-Jürgen Hoffmann et al. | 2000
- 63
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Quantum, classical and semiclassical momentum distributions: I. Theory and elementary examplesH J Korsch / B Schellhaaß et al. | 2000
- 73
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Quantum, classical and semiclassical momentum distributions: II. Morse and Coulomb potentialsH J Korsch / B Schellhaaß et al. | 2000
- 83
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Electromagnetic boundary conditions in differential-form formalismI V Lindell / B Jancewicz et al. | 2000
- 91
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On the Euler angles for infinitesimal rotationsV J Menon et al. | 2000
- 95
-
How long does it take to boil an egg? A simple approach to the energy transfer equationP Roura / J Fort / J Saurina et al. | 2000
- 101
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Teaching the origin of the seasons by the thermoglobeR Szostak et al. | 2000
- 105
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On the role of the Dirac sea in QED and an attempt to avoid itE Trübenbacher et al. | 2000
- L1
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On the Laplacian of 1/rV Hnizdo et al. | 2000
- L5
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Comment on `An analysis of Newton's projectile diagram'Michael Nauenberg et al. | 2000
- L7
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Reply to Comment on `An analysis of Newton's projectile diagram'D Topper / D E Vincent et al. | 2000
- L9
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Comment on the Compton effectDragan V Redzic et al. | 2000