Struct StateAD

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pub struct StateAD<'a, E: ParametersAD, D: DualNum<f64> + Copy, const N: usize> {
    pub eos: &'a HelmholtzEnergyWrapper<E, D, N>,
    pub temperature: Temperature<D>,
    pub molar_volume: MolarVolume<D>,
    pub molefracs: SVector<D, N>,
    pub reduced_temperature: D,
    pub reduced_molar_volume: D,
}
Expand description

An (intensive) thermodynamic state representing a single phase.

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§eos: &'a HelmholtzEnergyWrapper<E, D, N>§temperature: Temperature<D>§molar_volume: MolarVolume<D>§molefracs: SVector<D, N>§reduced_temperature: D§reduced_molar_volume: D

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impl<'a, R: ResidualHelmholtzEnergy<N>, D: DualNum<f64> + Copy, const N: usize> StateAD<'a, R, D, N>

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pub fn tp_flash( &self, ) -> EosResult<(PhaseEquilibriumAD<'a, R, D, N>, Dimensionless<D>)>

Perform a Tp-flash calculation. Returns the PhaseEquilibriumAD and the vapor fraction.

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impl<'a, E: ParametersAD, D: DualNum<f64> + Copy, const N: usize> StateAD<'a, E, D, N>

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pub fn new( eos: &'a HelmholtzEnergyWrapper<E, D, N>, temperature: D, molar_volume: D, molefracs: SVector<D, N>, ) -> Self

Crate a state from its thermodynamic variables (temperature, molar volume, composition)

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impl<'a, E: ResidualHelmholtzEnergy<N>, D: DualNum<f64> + Copy, const N: usize> StateAD<'a, E, D, N>

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pub fn new_tp( eos: &'a HelmholtzEnergyWrapper<E, D, N>, temperature: Temperature<D>, pressure: Pressure<D>, molefracs: SVector<D, N>, density_initialization: DensityInitialization, ) -> EosResult<Self>

Calculate a state from given temperature, pressure and composition.

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pub fn pressure(&self) -> Pressure<D>

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impl<'a, E: TotalHelmholtzEnergy<N>, D: DualNum<f64> + Copy, const N: usize> StateAD<'a, E, D, N>

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pub fn new_ps( eos: &'a HelmholtzEnergyWrapper<E, D, N>, pressure: Pressure<D>, molar_entropy: MolarEntropy<D>, molefracs: SVector<D, N>, density_initialization: DensityInitialization, initial_temperature: Option<Temperature>, ) -> EosResult<Self>

Calculate a state from given pressure, molar entropy and composition.

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pub fn new_ph( eos: &'a HelmholtzEnergyWrapper<E, D, N>, pressure: Pressure<D>, molar_enthalpy: MolarEnergy<D>, molefracs: SVector<D, N>, density_initialization: DensityInitialization, initial_temperature: Option<Temperature>, ) -> EosResult<Self>

Calculate a state from given pressure, molar enthalpy and composition.

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pub fn molar_entropy(&self) -> MolarEntropy<D>

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pub fn molar_enthalpy(&self) -> MolarEnergy<D>

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pub fn molar_isochoric_heat_capacity(&self) -> MolarEntropy<D>

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pub fn molar_isobaric_heat_capacity(&self) -> MolarEntropy<D>

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impl<'a, E: ResidualHelmholtzEnergy<1>, D: DualNum<f64> + Copy> StateAD<'a, E, D, 1>

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pub fn critical_point_pure( eos: &'a HelmholtzEnergyWrapper<E, D, 1>, ) -> EosResult<Self>

Calculate the critical point of a pure component.

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impl<'a, E: ResidualHelmholtzEnergy<N>, D: DualNum<f64> + Copy, const N: usize> StateAD<'a, E, D, N>

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pub fn critical_point( eos: &'a HelmholtzEnergyWrapper<E, D, N>, molefracs: SVector<D, N>, ) -> EosResult<Self>
where Const<N>: Eigen<N>,

Calculate the critical point of a mixture with given composition.

Auto Trait Implementations§

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impl<'a, E, D, const N: usize> Freeze for StateAD<'a, E, D, N>
where D: Freeze,

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impl<'a, E, D, const N: usize> RefUnwindSafe for StateAD<'a, E, D, N>

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impl<'a, E, D, const N: usize> Send for StateAD<'a, E, D, N>
where D: Send, <E as ParametersAD>::Parameters<D>: Sync,

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impl<'a, E, D, const N: usize> Sync for StateAD<'a, E, D, N>
where D: Sync, <E as ParametersAD>::Parameters<D>: Sync,

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impl<'a, E, D, const N: usize> Unpin for StateAD<'a, E, D, N>
where D: Unpin,

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impl<'a, E, D, const N: usize> UnwindSafe for StateAD<'a, E, D, N>

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impl<T> Any for T
where T: 'static + ?Sized,

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fn type_id(&self) -> TypeId

Gets the TypeId of self. Read more
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impl<Src, Scheme> ApproxFrom<Src, Scheme> for Src
where Scheme: ApproxScheme,

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type Err = NoError

The error type produced by a failed conversion.
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fn approx_from(src: Src) -> Result<Src, <Src as ApproxFrom<Src, Scheme>>::Err>

Convert the given value into an approximately equivalent representation.
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impl<Dst, Src, Scheme> ApproxInto<Dst, Scheme> for Src
where Dst: ApproxFrom<Src, Scheme>, Scheme: ApproxScheme,

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type Err = <Dst as ApproxFrom<Src, Scheme>>::Err

The error type produced by a failed conversion.
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fn approx_into(self) -> Result<Dst, <Src as ApproxInto<Dst, Scheme>>::Err>

Convert the subject into an approximately equivalent representation.
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impl<T> Borrow<T> for T
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fn borrow(&self) -> &T

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fn borrow_mut(&mut self) -> &mut T

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impl<T, Dst> ConvAsUtil<Dst> for T

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fn approx(self) -> Result<Dst, Self::Err>
where Self: Sized + ApproxInto<Dst>,

Approximate the subject with the default scheme.
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fn approx_by<Scheme>(self) -> Result<Dst, Self::Err>
where Self: Sized + ApproxInto<Dst, Scheme>, Scheme: ApproxScheme,

Approximate the subject with a specific scheme.
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impl<T> ConvUtil for T

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fn approx_as<Dst>(self) -> Result<Dst, Self::Err>
where Self: Sized + ApproxInto<Dst>,

Approximate the subject to a given type with the default scheme.
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fn approx_as_by<Dst, Scheme>(self) -> Result<Dst, Self::Err>
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Convert the subject to a given type.
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Calls U::from(self).

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type Output = T

Should always be Self
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fn to_subset(&self) -> Option<SS>

The inverse inclusion map: attempts to construct self from the equivalent element of its superset. Read more
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Checks if self is actually part of its subset T (and can be converted to it).
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Use with care! Same as self.to_subset but without any property checks. Always succeeds.
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The inclusion map: converts self to the equivalent element of its superset.
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type Err = NoError

The error type produced by a failed conversion.
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Convert the given value into the subject type.
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Performs the conversion.
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type Err = <Dst as TryFrom<Src>>::Err

The error type produced by a failed conversion.
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Convert the subject into the destination type.
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Performs the conversion.
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type Err = NoError

The error type produced by a failed conversion.
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Convert the given value into an exactly equivalent representation.
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type Err = <Dst as ValueFrom<Src>>::Err

The error type produced by a failed conversion.
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fn value_into(self) -> Result<Dst, <Src as ValueInto<Dst>>::Err>

Convert the subject into an exactly equivalent representation.