Dynamic relaxation is a number system that, among other things, can be used to "shape-detect" cable and fabric structures. Dynamic relaxation is a number system, among other things, cable and fabric Structures can be used to "shape-find". Its purpose is to find the geometry in which all forces are in equilibrium. In the past it was live modeling Made by, using chains and weights (see Got) or soap films, capable of detecting "minimal surface". The dynamic relaxation method is based on generating mass at the nodes by defining the continuum under consideration and the relationship between the nodes in terms of stiffness (restricted element) See also method). Under the influence of loads this system oscillates about equilibrium. Leap Frog integration and speed are followed by a re-processing or simulation of each pseudo-operating process in a timely manner, based on an update of the geometry associated with Varlet integration. Dynamic in the early stages of development the mode of relaxation is perceived as a technique of finite difference in numbers. It first analyzes the structures used to make, and then bone which is the mass of the structure given at the given points on the surface (i.e. nodes) is considered to have accumulated. Accumulated mass structure is an unbalanced oscillation of equilibrium under the influence of forces. Over time, it loses moisture and relaxes under the influence. Restoration plan, timely one Pseudo dynamics refers to the process of achieving a stable balance of the system by simulating the process. In its original form, this time uses idle time, anesthesia time and time increments. Dynamic Relaxation Method (DR) in Chapter One Introduced, which is a set of different equations or groups of different equations Solves natural and fractional difference equations in conjunction with finite differential method (FT).