a description will be given below of preferred embodiments according to the present embodiment in reference to the attached drawings . fig1 shows a computer apparatus 1 for carrying out a simulation method according to the present embodiment . the computer apparatus 1 includes a main unit 1 a , a keyboard 1 b and a mouse 1 c serving as input means , and a display 1 d serving as output means . although not shown , the main unit 1 a is appropriately provided with a central processing unit ( abbreviated as “ a cpu ”), a rom , a working memory , a large - capacity storage device such as a magnetic disk , and drives 1 a 1 and 1a2 for a cd - rom or a flexible disk . the large - capacity storage device stores therein processing procedures ( i . e ., programs ) for executing a method , described later . fig2 illustrates one example of processing procedures in the present preferred embodiment . in the present preferred embodiment , a flexible tire model 2 is first modeled ( step s 1 ). fig3 shows one example of the flexible tire model 2 visually in a three - dimensional fashion . in the flexible tire model 2 , a tire as an analysis object is illustrated by replacing with finite elements ( e ). the flexible tire model 2 is modeled by dividing a radial tire for passenger cars to be analyzed ( irrespective of the actual presence ) into the finite elements ( e ) . . . . each of the elements ( e ) can be defined as numerically analyzable . the “ numeric analyzable ” signifies to available to carry out modification calculation by at least one numerically analyzing method . the numerically analyzing methods include the finite element method , the finite volume method , calculus of finite differences , and the boundary element method , for example . specifically describing , for example , a coordinate value of a point in a x - y - z coordinate system , the shape of the element , the properties of a material ( e . g ., a density , a modulus of elasticity , a loss tangent and a damping coefficient ) and the like are defined with respect to each of the elements ( e ). consequently , the substance of the flexible tire model 2 is expressed by numerical data , which can be operated in the computer apparatus 1 . fig4 shows a cross sectional view of the tire model 2 along the tire meridian section including the tire axis ( not shown ). as modeled rubbers , the flexible tire model 2 of the present embodiment comprises : a tread rubber model portion e 1 made of first elements ( e 1 ) having predetermined elastic modulus in relation to a tread rubber ; a side rubber model portion e 2 made of second elements ( e 2 ) having predetermined elastic modulus in relation to a sidewall rubber ; an apex model portion e 3 made of third elements ( e 3 ) having predetermined elastic modulus in relation to a bead apex rubber ; and an inner liner model portion e 4 made of fourth elements ( e 4 ) having predetermined elastic modulus in relation to an inner liner . the elements ( e 1 )-( e 4 ) are treated as elastic bodies in which strain occurs in proportion to stress . the elastic bodies have characteristics of deformed by force and becoming normal again after unloading , and comprising the hyperelastic body in concept . the flexible tire model 2 also comprises as modeled fiber cords : a carcass model portion e 5 made of fifth elements ( e 5 ) having predetermined elastic modulus in relation to a carcass cords and orthotropy along longer direction of the carcass cords ; and a belt model portion e 6 made of sixth elements ( e 6 ) having predetermined elastic modulus in relation to a belt cords and orthotropy along longer direction of the belt cords . the elements ( e 5 ) and ( e 6 ) are also treated as elastic bodies in which strain occurs in proportion to stress . moreover , the flexible tire model 2 comprises a bead core model portion e 7 made of fifth elements ( e 7 ) having predetermined elastic modulus in relation to a bead core . the elements ( e 7 ) are treated as a rigid body , which is never deformed by external force . for the elements ( e 1 )-( e 4 ) and ( e 7 ), three - dimensional solid elements of a tetrahedral or hexahedral are preferably used , for example . for the elements ( e 5 ) and ( e 6 ), planar shell elements are also used preferably in addition to those three - dimensional solid elements . the flexible tire model 2 is not provided with grooves in the tread rubber model portion e 1 in the present embodiment , but not to be limited . next , a road model 3 is modeled in the present preferred embodiment ( step s 2 ). fig5 shows one example of the road model 3 . in the present embodiment the road model 3 is modeled by one or more rigid surface elements ( e 8 ), which comprise a single flat surface . since the road model 3 is formed of a rigid surface , the road model 3 cannot be deformed even if external force acts on the road model 3 . moreover , unevenness ( for example , irregular steps , grooves , undulation , ruts or the like ) may be provided in the road model 3 , as required . additionally , the road model 3 may be formed into a cylindrical surface used to resemble a drum test machine . subsequently , various kinds of boundary conditions are applied to each of the flexible tire model 2 and the road model 3 ( step s 3 ) in the present preferred embodiment . the conditions comprises a rim on which the flexible tire model 2 is mounted , inner pressure of the tire , normal load , a certain rolling speed , slip angle and camber angle , and a frictional coefficient between the flexible tire model 2 and the road model 3 . the frictional coefficient values depend on a road condition . and then , deformational simulation of calculating a shape of the flexible tire model 2 contacting the road model 3 and loaded at in the z - axis direction ( normal loading ) as shown in fig6 ( step s 4 ). in the above - described deformational simulation , a tire mounted on a rim , inflated at a certain inner pressure , loaded at a certain normal load , and pressed vertically on a road surface in finite element method is calculated in accordance with the conditions set in the step s 3 . for example , the situation of the flexible tire model 2 mounted on the rim can be calculated by deforming intervals of the bead core model e 7 of the flexible tire model 2 in width in accordance with rim width . the inflated situation of the flexible tire model 2 can be also calculated by the deforming under a certain uniformly - distributed load on a cavity inner surface of the flexible tire model 2 . the deformed situation of the flexible tire model 2 can be calculated by applying the normal load on the rolling axis of the flexible tire model 2 . as to the steps of a procedure and ways in order to provide with boundary conditions in a finite element model and to calculate physical parameters such as the entire system force and displacement and the like , the finite element calculation can be conducted in accordance with well known examples . in the present embodiment , the above - mentioned computer apparatus 1 calculates with a general analysis program ( general explicit method software “ ls - dnya ”, for example ). fig7 is a side view illustrating the flexible tire model 2 obtained by such a deformation simulation where the flexible tire model 2 is statically contact with the road model 3 in the present embodiment . as is obvious from fig7 , the ground contact area ( a ) of contacting with the road model 3 , which is rigid , deforms flatly in the tread rubber model portion e 1 of the flexible tire model 2 . the information on the deformation of each element of the flexible tire model 2 is stored in the above - mentioned computer apparatus 1 ( step s 5 ). that is to say , the information on each deformation such as stress , strain , and energy etc . is stored in the storage of the computer apparatus 1 since the elements ( e 1 )-( e 6 ) are deformed elastically . the information may comprise various parameters , if needed . in step s 6 , the flexible tire model 2 is rigidized . in the present embodiment , all the elastic elements ( e 1 )-( e 6 ) are rigidized , thereby changing the flexible tire model 2 into a rigid tire model 5 . the elements can be rigidized by changing the values of elastic modulus , which are determined par element up to infinity , for example . the rigid tire model 5 keeps a shape shown in fig7 , that is to say , keeping the shape of the tread rubber model portion e 1 including the ground contact area ( a ) flatly - deformed . the rigid tire model 5 is accelerated up to a certain speed ( step s 7 ). in the present embodiment , fig7 and 8 show that the rigid tire model 5 is rotatable around the tire axis cl and is movable only in the z - axis direction and that the road model 3 is set to move at the certain speed . the rigid tire model 5 is therefore accelerated by the frictional force caused by contacting with the road model 3 . the embodiment for applying acceleration is not to be considered limited to such an aspect . the rigid tire model 5 is not deformed by any outer force and rotates while keeping the deformed state obtained in the above - mentioned deformation simulation . therefore , the rigid tire model 5 can be accelerated up to the predetermined certain speed at short times neither crushing of the elements ( e 1 )-( e 6 ) nor miscalculation even when the rigid tire model 5 is accelerated unrealistically enormously ( not less than 100 g , for example ). moreover , there is no need for the deformation calculation of the accelerating rigid tire model 5 , so that computational load may decrease . the time to accelerate the rigid tire model 5 is not limited in the present embodiment . however , as the rigid tire model 5 comprises the flatly - deformed ground contacting area ( a ), the external diameter is not constant . therefore , when accelerating tire is longer , large vibration in the z - axis direction possibly occurs in the rigid tire model 5 . for suppressing such vibration , it is preferable to diminish moving distance of the accelerating rigid tire model 5 . notably , to set the rigid tire model 5 to having a length of not more than one - half of a circumferential ground contacting length l of the rigid tire model 5 at the condition of before acceleration (“ l / 2 ” means a length between positions p 1 - p 2 of the ground contacting area ). the relation between an acceleration and a time is described by the formula ( 1 ): where , “ a ” is an acceleration ( m / s 2 ) for the rigid tire model 5 , “ t ” is a time ( sec .) to accelerate the rigid tire model 5 , and “ l ” is a circumferential ground contacting length ( meter ) of the rigid tire model 5 with the road model 3 at the condition of before acceleration . by calculating the above - mentioned formula ( 1 ), the time for accelerating the rigid tire model 5 is preferably described by the formula ( 2 ): in order to set the rigid tire model 5 to be having the moving distance of not more than one third of the circumferential ground contacting length l , it is in particular preferably described by the formula ( 3 ) the rigid tire model 5 is never deformed by the acceleration . in the formulae ( 2 ) and ( 3 ), the acceleration time is therefore determined in priority to the acceleration ( a ). for example , when the length l is set to 150 mm , the predetermined speed is 50 km / h , the moving distance of the rigid tire model 5 is set to be not more than one third of the length l , and the time t for accelerating the rigid tire model 5 is set to be very short time , 7 msec , for example . in accordance with the formula ( 3 ) the acceleration is as follows : therefore , the acceleration ( a ) in this case is set to become approximately 2040 . 8 m / s 2 . meanwhile , after the speed of the rigid tire model 5 reaching at the predetermined speed in accordance with step s 7 , the acceleration will return into zero , and the rigid tire model 5 will roll at the constant speed . then , the elasticity of each element of the rigid tire model 5 is returned into the original elasticity ( step s 8 ). the information of deformation stored in step s 5 is brought back to each of the elements ( e 1 )-( e 6 ) of the flexible tire model 2 ( step s 9 ); namely , the elastic modulus of the elements ( e 1 )-( e 6 ) is brought back to the original determined elastic modulus in relation to each of the rubbers or fiber cord materials and are regained as same stress , strain , and energy as before the rigidization . therefore , the flexible tire model 2 can roll at a target speed and may change into a shape that is formed by equation of motion and equilibrium of force . in step s 10 , necessary physical parameters are obtained from the flexible tire model 2 . as the physical values , for example , there are circumferential force , lateral force , vertical force , and / or cornering power ; these values can be output in chronological order . it makes possible to forecast performances in the target tire rolling on a road at a certain speed . it may be possible to change the present embodiment to other embodiments . for example , it may deform the flexible tire model 2 by contacting with the road model 3 and loading after the acceleration steps s 6 to s 8 . at this moment of the contact , the speeds of the flexible tire model 2 and the road model 3 are preferably the same . in the present embodiment of the above , all the elastic elements ( e 1 )-( e 6 ) are rigidized , but it is possible to rigidize principle elements only . for example , an embodiment will be fully effective when rigidizing only the elements related to deformable rubber . pneumatic tires for test of 235 / 45r17 were made and cornering power during test tire rolling calculated in the undermentioned simulation method of the present embodiment . table 1 and fig9 show the test result . the rolling tests were conducted as follows : in the accelerating step of comparative examples 1 and 2 , the tire model being expressible of elastic deformation was subjected to acceleration of 1 g . in examples 1 and 2 , simulations were conducted according to the procedures shown in fig2 ; and the acceleration was 113 g and 283 g , respectively . as shown in table 1 , the examples shortened the calculation time by approximately 62 %. moreover , in view of calculation accuracy , the difference between the examples and comparative examples is about 4 %; therefore , the accuracy was kept sufficiently in the present embodiment .