Quantum state transfer in spin chains has been always a difficult and important task in quantum information theory in which a known or unknown quantum state is transferred from one side of the chain to the other side . The motivation for using spin chain as information carrier in quantum communication is that using it minimizes the need to control over the system . In other word , in spin chains with fixed interactions between spins , there is no need for a communication bridge between different physical systems to save and carry information unlike in other systems such as spin-photon systems . The most studied mode of transmission so far is to attach a qubit encoding the quantum information in one side of the spin chain and then leave the system to evolve freely . In this case the encoded information at one side is transferred throughout the chain and quantum state of the other side will be similar to the encoded state . In this work , we will introduce a mechanism for quantum state transmission in spin chains by using a measurement operator followed by the operation of an unitary gate to encode the information in quantum system . In this method the inherent entanglement of many-body system is used to induce dynamics through a single qubit measurement . After encoding the information the system is left to evolve freely and after a specific time specified by the length of the chain and the strength of its interactions , the information is transferred . The quality of the transmission is determined by a quantity called fidelity . In measurement scheme , the uniform Hamiltonian of the system does need need any engineering and controlling over the interaction . Also , our calculations show that using this method gives a higher fidelity for a $s=1/2$ uniform Heisenberg Hamiltonian in comparison with the attaching scenario . Furthermore , in a $s=1/2$ spin chain under the $XXZ$ Hamiltonian , measurement induced traort gives a better quality of transmission in the interaction phase . The proposed protocol has been iired by recent achievements in optical lattice experiments and cold atoms for local addressability of atoms with the resolution of single sites .
