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An aggregated life cycle sustainability index  383


              Table 14.2 The life cycle sustainability performances of the three pathways for
              bioethanol production in the format of interval numbers

                                         Wheat-                     Cassava-
                                         based        Corn-based    based
                    CC      kg CO 2 eq   [5.746        [0.461       [1.662 1.662]
                                           5.746]        0.461]
              EN    TA      kg SO 2 eq   [2.806        [0.166       [0.834 0.834]
                                           2.806]        0.166]
                    H.Tox   kg 1,4-      [1.619        [0.096       [0.481 0.481]
                              DBeq         1.619]        0.096]
                    PMF     kg PM 10 eq  [0.342        [0.017       [0.105 0.105]
                                           0.342]        0.017]
              EC    LCC     RMB Yuan     [5220 5220]   [4937 4937]  [4259 4259]
                    SB      –            [8.75 8.75]   [8.75 8.75]  [9.75 9.75]
              S     CED     –            [7 7]         [8.75 8.75]  [9.95 9.95]
                    FS      –            [0.25 0.25]   [1.25 1.25]  [9.75 9.75]


              Table 14.3 The normalized life cycle sustainability performance matrix
                               Wheat-based      Corn-based       Cassava-based
                     CC        [0.0000 0.0000]  [1.0000 1.0000]  [0.7728 0.7728]
              EN     TA        [0.0000 0.0000]  [1.0000 1.0000]  [0.7470 0.7470]
                     H.Tox     [0.0000 0.0000]  [1.0000 1.0000]  [0.7472 0.7472]
                     PMF       [0.0000 0.0000]  [1.0000 1.0000]  [0.7292 0.7292]
              EC     LCC       [0.0000 0.0000]  [0.2945 0.2945]  [1.0000 1.0000]
                     SB        [0.0000 0.0000]  [0.0000 0.0000]  [1.0000 1.0000]
              S      CED       [0.0000 0.0000]  [0.1053 0.1053]  [1.0000 1.0000]
                     FS        [0.0000 0.0000]  [0.1053 0.1053]  [1.0000 1.0000]



                      5:746 0:461 5:746 0:461
                                                   ½
                                                 ¼ 1:0000 1:0000Š        (14.5)
                      5:746 0:461 5:746 0:461

                      5:746 1:662 5:746 1:662
                                                 ¼ 0:7728 0:7728Š        (14.6)
                                                   ½
                      5:746 0:461 5:746 0:461
                 In a similar way, all the data can be normalized, and the normalized life
              cycle sustainability performance matrix can be determined, as presented in
              Table 14.3.
                 The interval preference relation-based goal programming model
              (Zhang, 2016) was first employed to determine the weights of the three pil-
              lars of sustainability (environmental, economic, and social aspects) and the
              local weights of the criteria in each dimension. In order to investigate the
              relative weights of the three pillars of sustainability and that of the criteria
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