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We study the long distance (0,1)-excitation state restoring in the linearopen chain governed by the XX-Hamiltonian. We show that restoring the 1-ordercoherence matrix results in restoring the 1-excitation block of the 0-ordercoherence matrix, so that only one 0-excitation element of the density matrixremain unrestored. Such restoring also scales the concurrence between any twoqubits of the transferred state, the scaling factor is defined by theHamiltonian and doesn't depend on the initial sender's state. Sender-Receiverentanglement is also studied via the PPT criterion.

Remote restoring of $(0,1)$-excitation states and concurrence scaling