An asymmetric artificial scatterer in a semiconductor microjunction is shown to dramatically affect the nonlinear transport of ballistic electrons. The chosen device geometry, defined in a GaAs-AlGaAs heterostructure, successfully guides carriers in a predetermined spatial direction, independent of the direction of the input current I. From the nonlinear current-voltage characteristic we obtain unusual symmetry relations for the four-terminal resistances with R ij,kl ͑I͒ ഠ 2R ij,kl ͑2I͒ and R ij,kl ͑B͒ ¿ R kl,ij ͑2B͒ even at zero magnetic field B. The ballistic rectifier thus realized relies on a new kind of rectification mechanism entirely different from that of an ordinary diode. [S0031-9007(98)05927-4] PACS numbers: 73.23. Ad, 73.40.Ei, 73.50.Fq The high mobilities of state-of-the art two-dimensional electron gases in semiconductor heterostructures, combined with device fabrication technologies with high spatial resolution, have made it possible to study electron transport through semiconductor devices in which characteristic feature sizes are small in comparison with the elastic mean free path between scattering events caused by residual impurities. In such microstructures, electrons do not propagate diffusively as in traditional semiconductor devices but instead ballistically, with their path largely determined by specular reflection from device boundaries. Based on ballistic electron transport, a variety of novel phenomena have been observed in such microdevices. Examples are electron focusing [1], bend resistances [2], and a quenched or negative Hall effect [3,4]. Within the framework of the Landauer-Büttiker formalism, models have been developed to explain the above linear transport phenomena [5]. However, comparatively less attention has been given to the nonlinear ballistic transport regime in which electric fields or currents become so large that they significantly affect the momentum distribution of the carriers without destroying ballistic motion by inelastic scattering processes. Only recently has it been recognized in both theoretical and experimental studies that it is rather challenging to also investigate the nonlinear ballistic transport regime [6-8]. Even though several groups have realized that the introduction of artificial asymmetries should have a significant effect on nonlinear ballistic transport [9][10][11], so far, no strong nonlinear effects induced by a broken device symmetry have been observed.Here we introduce a novel device geometry which is particularly suitable to study the effects of reduced symmetry on the nonlinear ballistic transport properties. By inserting an asymmetric scatterer into the center of a ballistic cross junction, we observe unusual nonlinear current-voltage characteristics which we show to be dominated by the symmetry properties of the scatterer. The size of the artificial scatterer is much larger than the Fermi wavelength l F of the conducting electrons and comparable to their elastic mean free path l e ͑l e ¿ l F ͒. We demonstrate a successful guidance of...