| Subject: Re: Pumping in the
        Time Domain Date: Tue, 1 May 2001 16:39:39 -0500 
          It's in the standard nonlinear optics
          journals, texts, etc., plus a search (e.g., with Google) on the web
          will turn up lots of papers and work at universities, etc.  Many
          of these papers can be downloaded (in pdf form, HTML, etc.).
         
        
          Any technical library can furnish
          innumerable references on ordinary phase conjugate optics, etc.
         
        
          None of these references will tell you how
          to "pump" in the time domain, for that has been my own
          contribution, as well as how to get that "time-polarized EM
          wave" for such pumping.  The background for that sort of
          thing also uses quantum field theory concepts, particularly the
          time-polarized photon.
         
        
          For starters, here are a few good refs:
         
        
          1,  Pepper,
          David M., “Applications of Optical Phase Conjugation,” Scientific
          American, 254(1), Jan. 1986, p. 74-83.
         
        
          2. 
          Pepper, David M., "Nonlinear Optical Phase Conjugation," Optical
          Engineering, 21(2), March/April 1982, p. 156-183.
         
        
          3. 
          Yariv,
          Amnon, Optical Electronics, 3rd Edition, Holt, Rinehart and
          Winston, New York, 1985.
         
        
          4. 
          Letokhov,
          V. S., “Laser Maxwell’s Demon,” Contemporary Physics,
          36(4), 1995, p. 235-243.
         
        
          5. 
          Letokhov,
          V. S., “Generation of light by a scattering medium with negative
          resonance absorption,” Sov. Phys. JETP, 26(4), Apr. 1968, p.
          835-839.
         
        
          6. 
          Fisher,
          Robert A., [Ed.],  Optical
          Phase Conjugation, Academic Press, NY, 1983, p. xv. U.S.
          scientists only became aware of the time-reversed EM wave when two
          Soviet scientists from Moscow's P. N. Lebedev Physical Institute
          visited Lawrence Livermore Laboratory in 1972 and mentioned that a
          strange backwards-scattered EM wave that restored order after
          returning back through a disordering process in optical experiments
          had been observed in stimulated Brillouin backscattering.
         
        
          7. 
          Goldman,
          Martin V., "Time-dependent phase conjugation in plasmas:
          Numerical results and interpretation." Phys. Fluids B,
          3(8), Aug. 1991, p. 2161-2169.
         
        
          8. 
          Jain,
          R. K., "Degenerate four-wave mixing in semiconductors:
          application to phase conjugation and to picosecond-resolved studies of
          transient carrier dynamics," Optical Engineering, 21(2),
          March/April 1982, p. 199-218.  Reviews
          the various nonlinear mechanisms that may be used for DFWM in
          semiconductors, as well as the various DFWM and related
          "transient grating" experiments that have been performed for
          application to phase conjugation and to carrier dynamics studies. 
          Several tables list nonlinear optics properties of various
          semiconductor materials.
         
        
          9. 
          Shkunov,
          V. V. and B. Ia. Zel'dovich, "Optical phase conjugation." Scientific
          American, Vol. 253, Dec. 1985, p. 54-59.
         
        
          10. 
          Barrett,
          Terence W., "Oscillator-Shuttle-Circuit (OSC) Networks for
          Conditioning Energy in Higher-Order Symmetry Algebraic Topological
          Forms and RF Phase Conjugation," U.S. Patent No. 5,493,691. 
          Feb. 20, 1996.
         
        
          11. 
          Bunkin,
          F. V.; D. V. Vlasov, and Yu. A. Kravtsov, "Phase conjugation and
          self-focusing of sound by a nonlinear interaction with a liquid
          surface."  Soviet
          Technical Physics Letters, 7(3), Mar. 1981, p. l38-140.
         
        
          Cheers,
         
        
          Tom
         
        
 
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