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Chaotic Cavity News
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The bowtie laser as a book cover
One of my microlaser simulations decorates the cover of this book by Alisa Bokulich, titled "Reexamining the Quantum-Classical Relation" (November 2008).
Another recent book appearance of our ARC images is the volume Microcavities by A Kavokin, J.J. Baumberg, G. Malpuech and F.P. Laussy, Oxford University Press, (February 25, 2008)
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| Physical Review Focus (3 September 2004)
points to the whispering-gallery microlaser information collected
on this website. |
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For the EXPO 2000 World
Fair in Germany, I created a presentation that has been made part
of a permanent exhibition maintained by the Max-Planck Society:
The Science
Tunnel
(look for section 3 on complex systems). |
My thesis work is helping Yale University recruit graduate
students:
Our 1997 "Nature"
cover heads this Yale web page. The cover image (see blow) also appeared on Yale's printed
graduate student brochure. Another of my plots, showing a mode of
the "bowtie laser", is used in the header of the Yale Applied
Physics web page. |

One of the projects I started as a postdoc made it to the cover of
the annual report of the MPI for Physics of Complex Systems, and
also into the "Optics in 2000" section of OPN, see below. |
Lucent Technologies' Bell Laboratories are featuring one of my
plots on their "Physical Sciences" web page :
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What is an Asymmetric Resonant Cavity anyway ?
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ARCs are convex resonators
whose fractional deformation is so large that the wave equation
cannot be solved satisfactorily by perturbation techniques. Shown
here as an example is a dielectric cylinder with an oval cross
section. Such resonators can be used in lasers or other devices
that rely on the existence of long-lived states. The calculated
intensity distribution of such a resonator mode is shown here as a
false-color image (top of the picture). The key to understanding
the intrinsic emission properties of these modes (e.g. their
directional emission) is a one-to-one correspondence between waves
and rays (red arrow, bottom). The wave field is affected by chaos
in the ray dynamics. |
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Emission from the points of highest curvature
is intuitively expected, and the tangential orientation follows
from Snell's law of refraction. |
Due to phase space structure, the
light here originates slightly away from the high- curvature
points, but still tangential to the surface. |
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This page © Copyright Jens Uwe Nöckel,
06/2003
Last modified: Wed Jul 23 10:11:24 PDT 2008