Low-macroscopic-field (LMF) electron emission is an interesting and still somewhat enigmatic phenomenon. It occurs under conditions when the electric field estimated from the macroscopic device geometry is by orders of magnitude lower than the local field value ∼10 7 V cm −1 necessary to provide a sufficient transparency of the potential barrier for tunneling electrons. The mechanisms that convert the LMF into a high local field can range from trivial field enhancement caused by surface roughness to more intricate mechanisms, which are partly not well understood. We have developed and prepared field emitters based on piezoquartz single crystals as well as on textured thin films of piezoactive compounds ZnO, ZnS, CdS, Zn x Cd 1 −x S, ZnSe, CdSe, SiO 2 and tested them in flat diode cells and in Mueller's field emission microscopes. All the cathodes generate electron emission in electric fields ∼10 5 V cm −1 as determined from the macrogeometry of the devices. A remarkable feature is the high emission current stability at j⩾1 A cm −2 even under vacuum ∼10 −5 Torr. The cathodes have been utilised to make prototypes of flat matrix displays with cathodoluminescent screen brightness up to 300 cd m −2. The characteristics of elementary emitters show also a rather high uniformity which, in the case of multitip arrays, can only be attained by a complicated technology that provides each tip with an individual damping resistor. To explain the unique properties of the piezoelectric field emitters, a model has been suggested which predicts the appearance of local electric fields up to 10 7 V cm −1, due to combined enhancing action of the direct and inverse piezoeffects in samples with a large ratio of dimensions along different directions. The electric field in the near-surface region of such piezoelectric emitters can achieve values sufficient to cause Zener's effect, and conditions of effective negative electron affinity (NEA) can then be realised at the emitter surface. This model accounts for both the high emission stability in poor vacuum and the high spatial uniformity of the emission over the matrix emitter surface. Indeed, the state of the emitter surface plays only a minor role because of the effective NEA regime, and the piezoelectric film itself performs the function of a damping resistor. The model is corroborated by the existence of a correlation between the slope of Fowler-Nordheim plots and the band-gap width of the piezoelectric film. Another argument in its favour is that, contrary to the above results, no measurable emission has been found for such non-piezoactive materials as Al 2O 3 and fused quartz, even at macroscopic fields up to 10 6 V cm −1. The piezoelectric LMF emitters can be exploited in various micro- and nanoelectronic vacuum devices.