Convex optimization-based high-precision positioning method
A positioning method and convex optimization technology, applied in radio wave measurement systems, instruments, etc., can solve problems such as the decline of positioning accuracy, and achieve the effect of improving positioning accuracy, realizing underwater target positioning, and high-precision underwater target positioning.
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[0050] The present invention will be further described below in conjunction with the accompanying drawings.
[0051] Realize the basic thought of the present invention is, through the least square structural form transformation of spherical intersection positioning equation, add restriction condition, it is transformed into DC (difference of convex) structural form in the convex optimization problem, then objective function and restriction The conditions are affine approximated and converted into nonlinear optimization problems that can be solved by convex optimization methods. The local solution of the least squares structure of the transformed positioning equation can be obtained by using the convex-concave process (CCP) method in convex optimization theory. However, the convex-concave process iterative solution method has the disadvantage of requiring that the initial point of the iteration must be a point in the feasible region. By adding a slack variable and a penalty func...
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