Electronuclear plants have been under development without any visible success for many years. The main difficulties in this direction of development of nuclear power were associated with the high cost of the accelerator and the absence of a characteristic "niche" in the nuclear-power complex. In the last few years, however, the situation has largely changed --the safety standards for nuclear power plant operauon and burial of radioactive wastes have been made more stringent. It seems that the solution of these complicated problems, on which the future of nuclear power largely depends, can be found in the use of dual-purpose electronuclear plants within a nuclear-power complex for the production of electricity and for transmutation (annihilation) of long-lived radiotoxicity, determined mainly by Np, Am, and Cm produced in power reactors [1].In the present article, we present the results of conceptual investigations of a dual-purpose electronuclear plant operating on liquid fuel under the conditions of the uranium-plutonium fuel cycle.Let us examine in the equilibrium regime a dual-purpose electronuclear plant, whose blanket is f'dled with the working medium (liquid fuel) and is replenished with 238U (or natural uranium) and Np, Am, and Cm. Let ql and q2 be the specific rate of replenishment, which is constant in time, of the blanket with 238U and Np, Am, and Cm, respectively. Then the neutron multiplication factor in a homogeneous medium containing an equilibrium actinide density can be determined as follows:In Eq. (1) v t and Pl are, respectively, the number of neutrons produced and consumed in removing one 238U nucleus (actually, these quantities do not depend on the flux ~ of the thermal neutrons); ~' 2 and P2 are the analogous quantities for the annihilation of Np, Am, and Cm (the functions ~2(e,p) and p2(ecp) are defined in [2]); e is the relative time during which the working medium containing Np, Am, and Cm resides in the irradiation zone; E c is the macroscopic effective cross section for parasitic neutron capture in the fission products and in the medium (no actinides) f'dling the blanket; EF is the energy released in the fmsioning of one actinide nucleus; and, qv is the specific energy release in the working medium.Calculations of K~, using the formula (1) were performed for q, = 100 kW/liter, ql + q2 = 3.13"1012 nuclei/(cm3.sec) (-40 kg/(m3.yr)) and E c = 1.26-10 -4 cm -I, which corresponds to the absorption of thermal neutrons in I)20 with an admixture of 0. 1% light water and a low concentration of fission products, which are constantly removed from the medium in a special purification system [2]. The cross sections and resonance integrals were taken from [3]. Figures I and 2 display the functions K**(~) for e = 1 and 0.5 for different value of q2/ql. Essentially the same results are obtained when natural uranium is substituted for 238U.It follows from the calculations that for an equilibrium solution (suspension) of uranium and Np, Am, and Cm in heavy water with different values of q2/ql K~, <_ 1 (Ko...