A mode-locked laser is capable of emitting extremely short pulses on the order of tens of
picoseconds down to less than 10
femtoseconds. These pulses will repeat at the round trip time, that is, the time that it takes light to complete one round trip between the mirrors comprising the resonator. Due to the
Fourier limit (also known as energy-time
uncertainty), a pulse of such short temporal length has a spectrum spread over a considerable bandwidth. Thus such a
gain medium must have a gain bandwidth sufficiently broad to amplify those frequencies. An example of a suitable material is
titanium-doped, artificially grown
sapphire (
Ti:sapphire) which has a very wide gain bandwidth and can thus produce pulses of only a few femtoseconds duration. Such mode-locked lasers are a most versatile tool for researching processes occurring on extremely short time scales (known as femtosecond physics,
femtosecond chemistry and
ultrafast science), for maximizing the effect of
nonlinearity in optical materials (e.g. in
second-harmonic generation,
parametric down-conversion,
optical parametric oscillators and the like) due to the large peak power, and in ablation applications. Again, because of the extremely short pulse duration, such a laser will produce pulses which achieve an extremely high peak power. ==Pulsed pumping==