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MitM
models
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ddb11645
Commit
ddb11645
authored
7 years ago
by
Thomas Koprucki
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Updated version of thermistor model (complete bis auf heat equation)
parent
b2651010
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source/thermistor/quantities.mmt
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ddb11645
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@@ -63,6 +63,33 @@ theory SpatialElectricalConductivity : top:?Base =
spatialelectricalconductivity : Ω → (electricalconductitvity_dim) # σ 1
theory SpatialReferenceConductivity : top:?Base =
include ?DeviceGeometry
include ?ElectricalConductivity
spatialreferenceconductivity : Ω → (electricalconductitvity_dim) # σ_0 1
theory SpatialReferenceElectricalField : top:?Base =
include ?DeviceGeometry
include ?ElectricalFieldStrength
referebceelectricfield : Ω → (electricfieldstrength_dim) # Eref
theory SpatialFieldEnhancement : top:?Base =
include ?DeviceGeometry
spatialfieldenhancement : Ω → ℝ # G
theory SpatialLaplacep : top:?Base =
include ?DeviceGeometry
spatiallaplacep : Ω → ℝ # p
theory SpatialArrheniusFaktor : top:?Base =
include ?DeviceGeometry
spatialarrheniusfaktor : Ω → ℝ # F
theory Heat : qe:?QEBase =
// meta modeltype physical_quantity
heat_dim : type = QE (Energy)
...
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@@ -106,6 +133,29 @@ theory SpatialHeatFluxDensity : top:?Base =
heatfluxdensity : Ω → (thermalheatflux_dim) # q 1
theory SpatialTemperature : top:?Base =
include ?DeviceGeometry
/T Spatial variation of the potential,
usually denoted by $φ$.
potential : Ω → (QE SItemperature) # T
theory ReferenceTemperature : top:?Base =
include ?DeviceGeometry
/T Spatial variation of the potential,
usually denoted by $φ$.
referencetemperature : QE SItemperature # Tref
theory ActivationEnergy : top:?Base =
include ?DeviceGeometry
/T Spatial variation of the potential,
usually denoted by $φ$.
activationenergy : QE Energy # E_act
theory ElectricFieldLaw : top:?Base =
include ?DeviceGeometry
include ?SpatialElectricField
...
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@@ -113,4 +163,67 @@ theory ElectricFieldLaw : top:?Base =
electricfield_law : {x : Ω} ⊦ E x ≐ -((QEderiv φ) x)
\ No newline at end of file
theory OhmsLaw : top:?Base =
include ?DeviceGeometry
include ?SpatialCurrentDensity
include ?SpatialElectricField
include ?SpatialElectricalConductivity
ohmscurrent_law : {x : Ω} ⊦ j ≐ (σ x) ⋅ (E x)
theory KirchhoffsCurrentLaw : top:?Base =
include ?DeviceGeometry
include ?SpatialCurrentDensity
kirchhoffscurrent_law : {x : Ω} ⊦ ((QEderiv j) x) ≐ 0
theory JouleHeat : top:?Base =
include ?DeviceGeometry
include ?SpatialJouleHeat
include ?SpatialCurrentDensity
include ?SpatialElectricField
jouleheat : {x : Ω} ⊦ Q_Joule ≐ (j x) ⋅ (E x)
theory FieldEnhancement : top:?Base =
include ?DeviceGeometry
include ?SpatialFieldEnhancement
include ?SpatialElectricField
include ?SpatialReferenceElectricField
include ?SpatialLaplacep
fieldenhancement : {x : Ω} ⊦ G ≐ |(E x) / (Eref x)|^(p-2)
theory ArrheniusLaw : top:?Base =
include ?DeviceGeometry
include ?SpatialArrheniusFactor
include ?SpatialActivationEnergy
include ?ReferenceTemperature
include ?SpatialTemperature
arrhenius_law : {x : Ω} ⊦ F ≐ exp( ( E_act / k_B) ⋅ (1 / (T x) - 1 / Tref)
theory ConductivityLaw : top:?Base =
include ?DeviceGeometry
include ?SpatialElectricalConductivity
include ?SpatialReferenceConductivity
include ?SpatialArrheniusFactor
include ?SpatialFieldEnhancement
include ?ReferenceTemperature
include ?SpatialTemperature
conductivity_law : {x : Ω} ⊦ σ ≐ (σ_0 x) ⋅ (F x) ⋅ G(x)
theory FouriersLaw : top:?Base =
include ?DeviceGeometry
include ?SpatialThermalConductivity
include ?SpatialTemperature
conductivity_law : {x : Ω} ⊦ σ ≐ (σ_0 x) ⋅ (F x) ⋅ (G x)
\ No newline at end of file
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