TPBVTwo-Point Boundary Value
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Unfortunately, for the nonlinear TPBV problem in (11), with the exception of the simplest cases, there is no analytic solution.
To use the SAA to solve nonlinear TPBV problem (11), we separate the linear part in nonlinear TPBV problem (11); let
Therefore, the optimal tracking problem of original system is transferred into an optimal state regulation problem about the linear error system, and the TPBV problem is avoided.
--the APM and program-technical means (PTM) of DMS tactical level functioning for forming and current correction of technological schedule of the TPBV in conditions of nonstationary external disturbances are developed and tested;