Gibbs energy change via temperature change and electric displacement change =========================================================================== The infinitesimal change in Gibbs energy of a system with a dielectric medium can be expressed using the change in temperature and the change in electric field strength. **Conditions:** #. The dielectric is isotropic whether or not the electric field is present. #. The medium is homogeneous. #. The volume change of the medium is insignificant. **Links:** #. Formula 31.8 on p. 122 of "General Course of Physics" (Obschiy kurs fiziki), vol. 3 by Sivukhin D.V. (1979). .. py:currentmodule:: symplyphysics.laws.thermodynamics.dielectrics.gibbs_energy_change_via_temperature_change_and_electic_displacement_change .. py:data:: gibbs_energy_density_change Infinitesimal change in :attr:`~symplyphysics.symbols.thermodynamics.gibbs_energy` of the system per unit :attr:`~symplyphysics.symbols.classical_mechanics.volume`. Symbol: :code:`dG` Latex: :math:`dG` Dimension: :code:`energy/volume` .. py:data:: entropy_density :attr:`~symplyphysics.symbols.thermodynamics.entropy` of the system per unit :attr:`~symplyphysics.symbols.classical_mechanics.volume`. Symbol: :code:`S` Latex: :math:`S` Dimension: :code:`energy/(temperature*volume)` .. py:data:: temperature_change Infinitesimal change in :attr:`~symplyphysics.symbols.thermodynamics.temperature` of the system. Symbol: :code:`dT` Latex: :math:`dT` Dimension: :code:`temperature` .. py:data:: electric_displacement :attr:`~symplyphysics.symbols.electrodynamics.electric_displacement`. Symbol: :code:`D` Latex: :math:`D` Dimension: :code:`charge/area` .. py:data:: electric_field_change Infinitesimal change in :attr:`~symplyphysics.symbols.electrodynamics.electric_field_strength`. Symbol: :code:`dE` Latex: :math:`dE` Dimension: :code:`voltage/length` .. py:data:: law :code:`dG = -S * dT - D * dE` Latex: .. math:: dG = - S dT - D dE