Acquisition system of platoon is a significant force multiplier for this small unit. using the system, platoon can guide fire support of army aviation (helicopters) as well as of air force (combat aircrafts) and artillery. The system has been qualified for joint NATo operations. it comprises mini-uAVs and TCDl data link terminals due to which the system can be deployed to support reconnaissance and military intelligence, especially of the iMiNT type (image intelligence). The complete system is operable by one person - Joint Fire observer (JFo) who shall become an organic part of all combat platoons, particularly of those that are active in international operations. and Akviziční komplet čety představuje zásadní multiplikátor síly této malé jednotky. S jeho pomocí může četa navádět palebnou podporu vojskového (vrtulníky) a vojenského (bojové letouny) letectva i dělostřelectva. Uvedený komplet je také plně kvalifikován pro společné operace NATO. Významnou součástí těchto kompletů jsou nově i malé bezpilotní prostředky UAV a terminály datalinku TCDL. Mimo palebnou podporu tak lze celou sestavu používat i pro průzkum a vojenské zpravodajství, zejména obrazové zpravodajství typu IMINT. Celý komplet je přitom použitelný jedinou osobou - specialistou JFO (Joint Fire Observer), který by měl být do budoucna organickou součástí všech bojových čet, a to především těch, které působí v mezinárodních operacích.
(Summary) The functional conditions referring the anomalous potential have been worked out by the integral formula of Green. The value of the functionals over the continental areas has been calculated by the measured values of the gravity anomaly and the components of deflection of the vertical or of the geopotential number and for ocean areas by the measured values of the gravity disturbance or of the boundary values of the potential. The functional problem has been reduced to the restoration of the
finite-dimensional and unique geopotential which satisties the functional cxonditions best /in least-squares sense/. The discretisation of the functional could be carried out by means of a complete system of expansion unorthogonal functions. By the preliminary orthonormalization of this system the problem has been reduced to a system of linear equations, referring the coeficients of Fourier in the expansion of the potential. We propose four spherical solutions of the altimetry-gravimetry boundary problem by a discrete description and two in a closed form by a generalisation of the function of Stokes and Neumann /Hotine kernel/.