Figures & data
Figure 1. Typical f-functions determined directly for both the varieties after 5 per cent pre-strain. The best model approximations of the data by the sigmoid source f-function are also plotted in the figure (SFC: 4.33% – ‘Nicola’, 7.58% – ‘Panda’).
![Figure 1. Typical f-functions determined directly for both the varieties after 5 per cent pre-strain. The best model approximations of the data by the sigmoid source f-function are also plotted in the figure (SFC: 4.33% – ‘Nicola’, 7.58% – ‘Panda’).](/cms/asset/fd034b9e-8360-410b-a48c-b7f16254524d/ljfp_a_10344782_o_f0001.gif)
Table 1. Mean Values of Model Parameters (Sigmoid Model), LSD – Least Significant Difference
Figure 2. The model sigmoid source f-functions calculated using the mean values of the model parameters (Table ). Symbols at variety denote test details (the pre-strain level: 05 (5%), 10 (10%), 15 (15%), the pre-strain rate S (Slow −0.167 mm s−1), Q (Quick −0.833 mm s−1). a. f-functions for 5% and 10% pre-strain levels, b. f-functions for 5% and 10% pre-strain levels.
![Figure 2. The model sigmoid source f-functions calculated using the mean values of the model parameters (Table 1). Symbols at variety denote test details (the pre-strain level: 05 (5%), 10 (10%), 15 (15%), the pre-strain rate S (Slow −0.167 mm s−1), Q (Quick −0.833 mm s−1). a. f-functions for 5% and 10% pre-strain levels, b. f-functions for 5% and 10% pre-strain levels.](/cms/asset/7175dba3-bb69-42d4-b042-d9c428c200e5/ljfp_a_10344782_o_f0002.gif)
Figure 3. Parameter K′ = K/σ0t plotted against the pre-stress σ0t . Symbols S and Q at variety title denote pre-strain rates 0.167 mm s−1 and 0.833 mm s−1, respectively.
![Figure 3. Parameter K′ = K/σ0t plotted against the pre-stress σ0t . Symbols S and Q at variety title denote pre-strain rates 0.167 mm s−1 and 0.833 mm s−1, respectively.](/cms/asset/8d22cbce-6a03-4f78-bce7-7dbedc41d9ba/ljfp_a_10344782_o_f0003.gif)
Figure 4. Parameter C 1′ = C 1σ0t n plotted against pre-stress. The experimental points were approximated by polynomial of the second order.
![Figure 4. Parameter C 1′ = C 1σ0t n plotted against pre-stress. The experimental points were approximated by polynomial of the second order.](/cms/asset/f30cb729-e811-4015-80eb-4b5be88e7a53/ljfp_a_10344782_o_f0004.gif)
Figure 6. Activation volume calculated using Eq. Equation5 for stresses 0.5σ0t , 0.6σ0t , 0.7σ0t , 0.8σ0t , 0.9σ0t , and σ0t is plotted against stress level for all combinations of the test parameters (two varieties, different pre-strain levels, T = 293 K). For symbols see Figure .
![Figure 6. Activation volume calculated using Eq. Equation5 for stresses 0.5σ0t , 0.6σ0t , 0.7σ0t , 0.8σ0t , 0.9σ0t , and σ0t is plotted against stress level for all combinations of the test parameters (two varieties, different pre-strain levels, T = 293 K). For symbols see Figure 2.](/cms/asset/98ac1477-d6bd-4d77-9f64-6be4bd0cafe4/ljfp_a_10344782_o_f0006.gif)
Figure 7. Ratio of the activation volumes for cooked potato tubers and for raw potato tissue Equation6 calculated from the model parameters as determined at the same test parameters using Eq. Equation5. The calculated ratio is plotted against the relative stress (ratio of the actual stress to the pre-stress value). The values obtained at 5% pre-strain were approximated by power formula.
![Figure 7. Ratio of the activation volumes for cooked potato tubers and for raw potato tissue Equation6 calculated from the model parameters as determined at the same test parameters using Eq. Equation5. The calculated ratio is plotted against the relative stress (ratio of the actual stress to the pre-stress value). The values obtained at 5% pre-strain were approximated by power formula.](/cms/asset/3f8db704-ce62-47a0-924e-651d287b4032/ljfp_a_10344782_o_f0007.gif)