Page 66 - Tunable Lasers Handbook
P. 66

3  Tunable Excimer Lasers   47

                                 a







                                                                  i

                                 b
                                    OUTPUT







                                 C








                     FIGURE 9  Grazing-incidence oscillator configurations incorporating (a) a Michelson interferom-
                    eter, (b) a multipass grating interferometer, and (c) a Fox-Smith  interferometer (from Sze et al. [ 151).


                    a long-pulse excimer discharge laser. Incorporation of a Michelson interferometer
                    arm narrowed the linewidth further to %oth of  a wave number. This configuration
                    can be altered to a high-Q Fox-Smith  cavity [65] by  turning the beamsplitter by
                    90" and making it a high reflector. In principle, this can give a large reduction in
                    linewidth but the mirror spacing must be kept very small because the resonance
                    condition is for the sum of the path lengths for the two arms.
                        Figure 9b tunes the grating angle so that the first order is normal to the grat-
                    ing. This configuration [18] allows the first order to be reflected back to the inci-
                    dent beam with its zero order reflected straight back on itself and therefore set-
                    ting  up  a  cavity  with  additional resonance  conditions. Armandillo  et  al.  [I81
                    report  obtaining  single-longitudinal-mode lasing  in  XeF  using  this  technique.
                    This was, however, done at very low gains. We had a great deal of trouble using
                    this  technique  in  systems with reasonable  gain. The  difficulty arises from  the
                    fact that when the first order of  the grating is tuned normal to the  grating, the
                    second order is in the Littrow condition. Thus, the second order often controls
                    the oscillator, making the first-order resonant technique useless.
                        Figure 9c attempts to improve the grazing incidence of Fig. 9(b) by reflect-
                    ing back the loss from zeroth order of the first-order diffracted signal. Again the
   61   62   63   64   65   66   67   68   69   70   71