The emission wavelength of a GaInNAs quantum well (QW) laser was adjusted to 1310 nm, the zero dispersion wavelength of optical fibre, by an appropriate choice of QW composition and thickness and N concentration in the barriers. A triple QW design was employed to enable the use of a short cavity with a small photon lifetime while having sufficient differential gain for a large modulation bandwidth. High speed, ridge waveguide lasers fabricated from high quality material grown by molecular beam epitaxy exhibited a damped modulation response with a bandwidth of 13 GHz.Introduction: GaInNAs quantum well (QW) lasers emitting at 1310 nm, the zero dispersion wavelength of standard singlemode fibres, are promising light sources for temperature insensitive optical transmitters in local and metro area networks. Low threshold currents, high values of the characteristic temperature of the threshold current (T 0 ) and high speed modulation at elevated temperatures have been demonstrated during recent years in the wavelength range 1260 -1340 nm [1][2][3][4][5][6][7][8][9][10].For applications in high speed optical communication links and networks, the dynamics of the laser is of utmost importance. In particular, the modulation bandwidth should be sufficiently large to enable direct current modulation at high data rates. In the 1.3 mm range, GaInNAs QW lasers emitting at relatively short wavelengths have attained the largest modulation bandwidths, whereas for lasers emitting at longer wavelengths the maximum modulation bandwidth is inversely proportional to the emission wavelength. This is exemplified by a record modulation bandwidth of 17 GHz for a 1264 nm double QW laser [11], a 13.8 GHz bandwidth for a 1295 nm double QW laser [12] and a 9.7 GHz bandwidth for a 1346 nm triple QW laser [13]. This dependency of the bandwidth on wavelength has its origin in the physics of the gain medium. At the shorter wavelengths, the lasers employ QWs with large In and small N concentrations for high material quality (high radiative efficiency) and low threshold current. Such QWs are heavily strained which provides high differential gain. By simply increasing the N concentration in the QWs the wavelength can be extended towards the optimum wavelength of 1310 nm. However, an increase in the concentration of N leads to a reduction of the differential gain through an increased electron effective mass, a reduced matrix element and reduced strain [14]. In addition, the inhomogeneous broadening increases which further reduces the differential gain. Increasing the concentration of N may also have an effect on carrier transport which can lower the differential gain [15]. The emission wavelength can also be extended by increasing the QW thickness and/or introducing N in the barriers to effectively reduce the height of the potential barriers in the conduction band. However, this not only reduces the effective bandgap but also lowers the energies of the second confined subband and the barrier states with respect to the ground state. This leads to an in...