p s s basic solid state physics b status solidi www.pss-b.com physica Nonlinear optical properties in an asymmetric double δ-doped quantum well with a Schottky barrier: Electric field effectsThe effect of an externally applied static electric field on the nonlinear optical response in a GaAs asymmetric double δdoped quantum well is studied. The proposed structure bears a configuration including a Schottky barrier that can be tuned via a contact voltage. Using the effective mass approximation and a many-body Hartree-type Thomas-Fermi approximation for the confining conduction band profile, it can be shown that such a system could be of interest for a practical realization of a nonlinear optical responder. It is found that the influence of the static electric field can be used to suitably tuning the occurrence and position of the resonant optical signals in the far-infrared regime.1 Introduction Planar-doping or "δ-doping" is one of the processes of seeding a large amount of charge carriers in a semiconducting host material, looking for the generation of high conductivity strongly confined quasi-two-dimensional channels [1][2][3][4][5]. This can lead to an improvement of the electronic operation of devices that incorporate this particular kind of doping, as it is the case of field effect transistors. The first proposal of a δ-doped device was put forward by Schubert and Ploog [6] and consisted of a single δ-doped quantum well (DDQW) relatively close to a metal-semiconductor contact in what is called a MESFET structure. This design is now referred as a δ-doped field effect transistor (δ-doped-FET, or simply δ-FET).The δ-doped impurity-seeding profile gives rise to a kind of V -shaped potential quantum well (QW) in the conduction or valence band profiles, depending on the kind of doping (donor or acceptor atoms). The inclusion of a Schottky barrier in the design of a quantum confined structure containing a DDQW causes that the charge carriers that form the confined quasi-two-dimensional gas become affected by an electric field of intensity V c /d. Here, V c is the Schottky barrier height and d is the distance between the DDQW and the associated metal-semiconductor contact. Self-consistent as well as analytical models of a δ-FET have been put forward by 8]. In these works, the analytical description of the confining potential profile follows the lines of the so-called Thomas-Fermi approximation which was proposed by Ioriatti for the case of δ-doped systems [9].The nonlinear optical properties of quantum confined semiconducting systems have been the subject of study of many authors (for some of the earlier works, see Refs. [10,11]). In particular, double -and multiple -QWs are low-dimensional structures in which it is possible to obtain rather large values of the intersubband-related optical dipole moment [12]. This reflects in a significant enhancement of the nonlinear optical responses (see, for instance, the references [13][14][15][16][17][18][19][20][21][22][23][24]). The investigation on the linear and nonlinear o...