Condon's model on optical rotatory power and causality - a scientific trifle
Author
Summary, in English
In this paper some of the consequences of the model for optical activity suggested
by Condon are analyzed. The scattering problem is solved for a semiinfinite
and a finite homogeneous slab, respectively. Specifically, the noncausal
effects of this model are demonstrated. These effects are disturbingly
large for many materials and the model has to be discarded as unphysical.
The rotation of the polarization plane is shown to agree with the fixed frequency
results when the transient part of the solution has died out. Moreover,
a new delta sequence that is associated with the Fresnel integrals is analyzed.
by Condon are analyzed. The scattering problem is solved for a semiinfinite
and a finite homogeneous slab, respectively. Specifically, the noncausal
effects of this model are demonstrated. These effects are disturbingly
large for many materials and the model has to be discarded as unphysical.
The rotation of the polarization plane is shown to agree with the fixed frequency
results when the transient part of the solution has died out. Moreover,
a new delta sequence that is associated with the Fresnel integrals is analyzed.
Publishing year
1999
Language
English
Publication/Series
Technical Report LUTEDX/(TEAT-7080)/1-23/(1999)
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Document type
Report
Publisher
[Publisher information missing]
Topic
- Other Electrical Engineering, Electronic Engineering, Information Engineering
- Electrical Engineering, Electronic Engineering, Information Engineering
Status
Published
Report number
TEAT-7080
Research group
- Electromagnetic theory