Figure 5: Mechanism of the pressure-induced phase transition based on a thermodynamic model. | Nature Communications

Figure 5: Mechanism of the pressure-induced phase transition based on a thermodynamic model.

From: External stimulation-controllable heat-storage ceramics

Figure 5

(a) Gibbs free energy (G) versus λ-Ti3O5 fraction (x) for every 10 K between 250 K to 500 K calculated using the Slichter–Drickamer mean-field model at P=0.1 MPa (i) and 60 MPa (ii). Blue and red circles indicate λ-Ti3O5 and β-Ti3O5, respectively. λ-Ti3O5 undergoes a pressure-induced phase transition to β-Ti3O5 because the energy barrier (shown by brown shadows) disappears by the application of external pressure above 60 MPa as shown in the insets (see Supplementary Movie 6). (b) Calculated x versus temperature curves at P=0.1 MPa (blue) and 60 MPa (red). (c) Calculated x versus pressure curve at 300 K indicating a threshold pressure of 60 MPa.

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