The paper presents a new system for the automat control of the aircrafts- flight in lateral plane using the cinematic model and the dynamic inversion. Starting from the equations of the aircrafts- lateral movement, the authors use two axes systems and obtained a control law that cancels the lateral deviation of the flying objects from the runway line. This system makes the aircrafts- direction angle to follow the direction angle of the runway line. Simulations in Matlab/Simulink have been done for different aircraft-s initial points and direction angles. The inconvenience of this system is the long duration of the "transient regime". That is why this system can be used independently, but the results are not very good; thus, it can be a part (subsystem) of other systems. The main system that cancels the lateral deviation from the runway line is based on dynamic inversion and uses, as subsystem, the control system for the lateral movement using the cinematic model. Using complex Matlab/Simulink models, the authors obtained the time evolution of the direction angle and the time evolution of the aircraft lateral deviation with respect to the runway line, for different values of the initial direction angle and for different wind types. The system has a very good behavior for all initial direction angles and wind types., {"references":["M. Niculescu, \"Lateral Track control Law for Aerosonde UAV\". AIAA\nno. 2001-0016, pp. 1-11, 2001, 39th AIAA Aerospace Science Meeting\nand Exhibit, 8-11 January 2001, Reno.","Mc.L. Donald, Automatic Flight Control Systems. Prentice Hall\nPublisher, 1990, 593 pp.","V. Ricny, J. Mikulec, \"Measuring flying object velocity with CCD\nsensors\". IEEE Aerospace and Electronic Systems Magazine, vol.9,\nIssue 6, pp. 3-6, June 1994.","B. Gollomp, \"The angle of attack\". IEEE Instrumentation &\nMeasurement Magazine, vol.4, Issue 1, pp. 57-58, 2001.","M. Lungu, Sisteme de conducere a zborului. Sitech Publisher, 2008.","Mackunis, P.M. Patre, M.K. Kaise, W.E. Dixon, \"Asymptotic Tracking\nfor Aircraft via Robust and Adaptive Dynamic Inversion Methods\",\nIEEE Transactions on Control Systems and Technology, vol. 18, no.6,\n2010.","N.A. Denison, Automated Carrier Landing of an Unmanned Combat\nAerial Vehicle Using Dynamic Inversion, Master's thesis, June 2007.","H.B. Chen, S.G. Zhang, \"Robust dynamic inversion flight control law\ndesign\", 2nd International Symposion on Systems and Control in\nAerospace and Astronautics, Shenzhen, December 2008.","A.J. Calise, R.T. Rysdyk, \"Adaptive Model Inversion Flight Control for\nTiltrotor Aircraft\", AIAA Guidance, Navigation and Control, vol. 22, pp.\n402-407, 1999.\n[10] C. Huang, Q. Shao, P. Jin, Z. Zhu, P. Luoyang, \"Pitch Attitude\nController Design and Simulation for a Small Unmanned Aerial\nVehicle\". International Conference on Intelligent Human-Machine\nSystems and Cybernetics, IHMSC '09, Hangzhou, Zhejiang, 26-27 Aug.\n2009, pp. 58-61.\n[11] S. Santos, N. Oliveira, \"Test platform to pitch angle using hardware in\nloop\". 39th IEEE Frontiers in Education Conference, FIE '09, San\nAntonio, 18-21 Oct. 2009, pp. 1-5.\n[12] A.A. Pashilkar, N. Sundararajan, P.A. Saratchandran, \"Fault-Tolerant\nNeural Aided Controller for Aircraft Auto-Landing\". Aerospace Science\nand Technology, vol.10, Issue 1. 2006, pp. 49-61.\n[13] V. Kargin, Design of An Autonomous Landing Control Algorithm for A\nFixed Wing UAV. MS Thesys, Middle East Technical University,\nAnkara, Turkey, 2007."]}