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  5. The generalization of analytical model of fight for heterogeneous counteractive groups

The generalization of analytical model of fight for heterogeneous counteractive groups

V.I. Grabchak, V.M. Suprun, A.O. Vakal, V.M. Petrenko
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The generalization of analytical model of battle actions for heterogeneous groups is conducted, when the constituents of the right part of Lanchester’s differential equalizations (effective rapidity of fire) are examined as functions of time. The analytical model of fight which describes the dynamics of battle actions between two groups with heterogeneous tools is offered. The analytical expressions, which allow to forecast the investigation of fight between groups which include the heterogeneous battle tools, to find the middle quantity of battle units of counteractive sides which was saved, at any moment of time of embay, to give the high-quality forces estimation of counteractive groups.
Keywords: heterogeneous groups, equalizations of Lanchester, middle quantity of battle tools, middle rapidity of fire and probability of hitting the battle units, coefficient of target distribution