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South African Pavement Engineering Manual
                                              Chapter 10:  Pavement Design

              granular materials do not behave as a fully elastic material, but rather as an elasto-plastic material.  An elastic and
              plastic deformation component exists for each load application.  The cumulative plastic deformation caused by the
              load  repetitions  appears  as  a  rut  at  the  top  of  the  granular  layer.    Therefore,  the  sum  of  the  principal  stresses
              calculated in the centre of a granular layer using non-linear elastic theory defines the stress state.  The model allows
              for the calculation of the permanent deformation in each granular layer of a specific strength for any number of load
              repetitions.    The  structural  capacity  of  a  pavement  structure  can  thus  be  determined  by  limiting  the  sum  of  the
              permanent deformation calculated in each pavement layer to the maximum permanent deformation allowable on the
              surface of the pavement (10 or 20 mm depending on the road category).  This concept makes the approach very
              attractive for use in rehabilitation design, where measured rut levels can be effectively used to realistically calibrate
              the system.

              An  example  of  the  function  relating  permanent  deformation  to  stress  state  and  stress  repetitions  is  shown  in
              Figure 33 for a G6 material at 90 percent design reliability.

              While this model was developed using sound engineering, it is not widely used in practice.  This is primarily because
              it has only been incorporated into the Cyrano software package, and not into other software packages.


                                              G6 Material at 90% Lower Confidence Limit














































               Figure 33.  Relationship between Stress, Permanent Deformation (Strain) and Repetitions

              (iii)   SAPDM

              Theyse (2008b) has recommended shear strength properties and transfer functions for unbound granular materials
              for use in the SAPDM.  These properties are listed in Table 31.  A notable change is that G5 and G6 subbase quality
              material are subdivided according to coarse and fine material, and the product of the Bar Linear Shrinkage (BLS) and


                                    Section 7:  Structural Capacity Estimation:  Flexible Pavements
                                                         Page 79
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