Page 94 - rise 2017
P. 94

Table I
             Configurations of samples.
                Sample     Configuration
                   1       Chicken breast
                   2       Chicken breast and plastic
                   3       Chicken breast and straw
                   4       Onion
                   5       Onion and plastic
                   6       Onion and straw
                   7       Banana
                   8       Banana and plastic
                   9       Banana and straw
                  10       Plastic
                  11       Straw

             Differential scanning calorimetry
             Thermal analysis method was done according to Yanty, Marikkar, Man, and Long [16]. DSC was
             carried out on a Mettler Toledo differential scanning calorimeter (DSC 823 Model) equipped with a
             thermal  analysis  data  station  (STARe  software,  Version  9.0x,  Schwerzenbach,  Switzerland).  The
             purge gas used was Nitrogen (99.999% purity) at a rate of ~20mL/min. Approximately 4-8 mg of
             sample was placed in a standard DSC aluminum pan and then hermetically sealed. The reference used
             was  an  empty,  hermetically-sealed  DSC  aluminum  pan.  The  oil  samples  were  subjected  to  the
             following temperature program: 70°C isotherm for 1 min, cooled at 5°C/min to -70°C. The samples
             were held at -70°C isotherm for 1 min, and heated at 5°C/min to reach 70°C.

             Statistical analysis
             Principal  component  analysis  (PCA)  was  carried  out  using  Unscrambler  9.7  (Camo,  USA).
             Exothermic  and  endothermic  regions  of  DSC  were  used  as  variables.  PCA  is  a  technique  which
             reduces the original data to acquire a new smaller set of data called principal components (PC) [18].
             There are usually two outcomes of PCA: (i) the loading plot and (ii) the score plot. The loading plot
             infers to the relationships between the variables, while the score plot indicates the sample patterns,
             grouping differences and similarities [17].

             Results and discussion
             Principal component analysis (PCA)
             PCA is a mathematically defined as an orthogonal linear transformation that transforms the data to a
             new coordinate system such that the greatest variance by any projection of the data comes to lie on the
             first coordinate called the first principal component (PC1), the second greatest variance on the second
             coordinate called the second principal component (PC2), and so on [15]. In this study, PC1 and PC2
             were calculated from the twelve variables of the DSC. The explained variances of PC1 and PC2 of
             chicken, onion, banana, plastic, straw and control are 86% and 14%, respectively. Both PC1 and PC2
             account for 100% of variance, which explains the total holder of variance in the data matrix of the
             samples. The score of PC1 (horizontal) versus the score of PC2 (vertical) was obtained in Figure 1 to
             acquire the distribution chart of samples.  It is observable that plastic and straw samples’ data points
             appear near the center line of PC2, while control, chicken, onion and banana samples’ data points
             appear far from the center line of PC2. Clearly, plastic and straw samples can be separated from other
             three edible samples by PCA based on differential scanning calorimeter, due to the different material
             contents of the samples.
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