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Short-Pulse Generation by Mode-Locking

We will here describe the use of mode-locking [8.146], where we find, perhaps somewhat surprisingly, that the shortest optical pulses are generated by usmg continuous laser beams Interference effects are employed and a particularly clear and beautiful illustration of the action of the Fourier transform from the frequency to the time domain is obtained. [Pg.276]

Here cjq is the centre angular frequency. The evaluation of this expression involves the same type of mathematics as that used for calculating the spectral intensity distribution from a grating, and we have [Pg.277]

Equation (8.16) represents an optical sinusoidal caiTier wave of frequency cjq, which is amplitude-modulated in time according to (8.17). The hght intensity is propoi tional to A (t), and m Fig. 8.48 the intensity for the case of seven locked modes is given. [Pg.277]

The phase relation (8.14) causes the conthiuous partial waves to interfere constructively to give short pulses separated in time by [Pg.277]

Further reductions in pulse length can be accomplished by pulse compression. A femtosecond pulse is then transmitted through an optical fibre, which has an index of refraction that depends on the intensity. The spectral [Pg.279]


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