We propose an approach to estimating the influence of a strong external electric field on the probability of photochemical transformations. The approach is based on an analysis of the appearance or disappearance of the resonance levels of interacting subsystems that are necessary for the chemical transformation and the change of overlap integral of the corresponding wave functions.The influence of a strong electric field on the course (yield of products) of photochemical reactions is wellknown. This effect manifests itself for photochemical reactions with a high density of quanta of the initiating radiation and for the application of a static field with a significant potential. Numerous investigations [1][2][3][4][5][6][7][8][9][10][11][12][13][14][15] have addressed this question. Additional possibilities for controlling the process in order to prepare new compounds are appearing.The application of an external static field (Stark effect) is promising, in particular, for constructing unique electrooptical triggers that switch upon application of the field from a state where the product luminesces to a state where the reaction stops and the radiation in the corresponding spectral region disappears. Although the physical picture of the process is completely clear, a directed search (design) for such systems requires the development of means for performing advanced computer experiments that draw upon the corresponding theory and calculational methods. Herein we discuss this question.We use results from a series of studies that have been reviewed [16], where an approach is developed for describing the kinetics of thermal and photochemical transformations (structural isomerization, synthesis, decomposition) of molecular species that is based on an analysis of radiationless resonance transitions between states of mutually transforming subsystems. The time factor of the reaction (frequency of quantum pulsations upon interaction of the subsystems) is associated with the transition probability. It depends on the overlap integral of the electronic-vibrational eigenfunctions of the subsystem resonating states. Such an approach is simple and obvious. It enabled from a single viewpoint not only to explain, starting from first principles, the mechanism of various chemical reactions and to describe (as a single system of differential equations) the reaction kinetics, including photochemical with pulsed excitation, but also to formulate the mathematical apparatus suitable for quantitative estimations.Herein we show that the developed approach can be extended practically without change to the case where the influence of an external electrostatic field is considered. We note that this field can also be created by a catalyst near its surface.The approach is based on an adiabatic approximation for analyzing energy levels and eigenfunctions of a pair of interacting subsystems. In this instance the solution of the electronic-vibrational problem from the very start is sought only for the region bounded by the selected well in which the...