SIMULATION OF MOTION OF AN OBJECT WITH IMMUTABLE COMPLEX CONFIGURATION IN A CONFINED SPACE

Abstract

The problem of moving and embedding an object of immutable form in a confined space is analyzed. An algorithm and a program simulating the behavior of such an object are constructed on the example of moving a ‘knight’ on a chessboard. It is shown that there exist optimal ways to move an object of immutable form in the required chessboard cell and a minimum time to overcome all the way and embed it in the desired point.