In the figure below, G if shown as a function of what physical property? Why is dependence for the gas non linear. Provide the formula for mathematical dependence of G upon that property for 1 mole of the ideal gas

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In the figure below, G if shown as a function of what physical property? Why is dependence for the gas non linear. Provide the formula for mathematical dependence of G upon that property for 1 mole of the ideal gas
This diagram illustrates the relationship between Gibbs energy (G) and temperature for three phases: gas, liquid, and solid.

- **Vertical Axis (Y-axis):** Represents Gibbs energy (G).
- **Horizontal Axis (X-axis):** Represents temperature (though not explicitly labeled).

- **Gas Line:** The upward curving line labeled "Gas" indicates that the Gibbs energy for the gaseous phase generally increases with temperature.

- **Liquid Line:** The line labeled "Liquid" is positioned below the gas line, showing that the Gibbs energy for the liquid phase is lower than that of the gas at the same temperature.

- **Solid Line:** The line labeled "Solid" is further below the liquid line, illustrating that the solid phase has the lowest Gibbs energy among the three phases at a given temperature.

The diagram reflects the general principle that, at identical conditions, phases with lower Gibbs energy are more stable.
Transcribed Image Text:This diagram illustrates the relationship between Gibbs energy (G) and temperature for three phases: gas, liquid, and solid. - **Vertical Axis (Y-axis):** Represents Gibbs energy (G). - **Horizontal Axis (X-axis):** Represents temperature (though not explicitly labeled). - **Gas Line:** The upward curving line labeled "Gas" indicates that the Gibbs energy for the gaseous phase generally increases with temperature. - **Liquid Line:** The line labeled "Liquid" is positioned below the gas line, showing that the Gibbs energy for the liquid phase is lower than that of the gas at the same temperature. - **Solid Line:** The line labeled "Solid" is further below the liquid line, illustrating that the solid phase has the lowest Gibbs energy among the three phases at a given temperature. The diagram reflects the general principle that, at identical conditions, phases with lower Gibbs energy are more stable.
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