diff --git a/source/mmt/Example.mmt b/source/mmt/Example.mmt index 91e79a682fe5916fa6670290254ddf1d87382db5..8824dd2831e4e46c0b681be4ec977434617d0aef 100644 --- a/source/mmt/Example.mmt +++ b/source/mmt/Example.mmt @@ -101,5 +101,5 @@ theory FreeFallOnEarthModel = gravity: $ Acceleration (Vector 3) ☠# g ☠= (â— 0.0, -9.81, 0.0) ! (metres /'' seconds ²'')â™ - equation_of_motion: ⊦ x ≠x_0 '+' (v_0 '*' t) '+' g '*∘' (t '*' t '/' (2.0 ? units)) â™ + equation_of_motion: ⊦ x ≠x_0 '+' (v_0 '*' t) '+' g '*∘' (t '*' t '/' (2.0 ? units)) ☠role Law â™ âš diff --git a/source/mmt/VanRoosbrockEg.mmt b/source/mmt/VanRoosbrockEg.mmt index b7b4ea06c7612a5bc87ab438b9ee52453398c143..23b1eaea578ada0fa1a3575e339ec8995662919a 100755 --- a/source/mmt/VanRoosbrockEg.mmt +++ b/source/mmt/VanRoosbrockEg.mmt @@ -74,23 +74,23 @@ theory VanRoosbrockEg : qe:?ModelBase = include ur:?LF â™ include qe:?BoundaryConditionBaseâ™ - permitivity_relation: ⊦ ε_s ≠ε_r '*' ε_0 ☠role Lawâ™ + permitivity_relation: ⊦ ε_s ≠ε_r '*' ε_0 ☠role Law â™ displacement_law: ⊦ D ≠ε_s '∘*. E ☠role Law â™ gauss_law: ⊦ -. Ï â‰ âˆ‡â‹…. D ☠role Lawâ™ - charge_density_law: {x: Ω}⊦ Ï x ≠e '*' (C x '-' n x) â™ + charge_density_law: {x: Ω}⊦ Ï x ≠e '*' (C x '-' n x) ☠role Law â™ - displacement_relation: ⊦ D ≠ε_s '∘*. Eâ™ + displacement_relation: ⊦ D ≠ε_s '∘*. E ☠role Lawâ™ - electric_field_law: ⊦ E ≠-. ∇. Ψ â™ + electric_field_law: ⊦ E ≠-. ∇. Ψ ☠role Lawâ™ - electron_density_law: {x: Ω} ⊦ n x ≠N_c x '*' (exp ((e '*' (Ψ x '-' φ_n x) '-' E_c x) '/' (k_B '*' T x)))â™ + electron_density_law: {x: Ω} ⊦ n x ≠N_c x '*' (exp ((e '*' (Ψ x '-' φ_n x) '-' E_c x) '/' (k_B '*' T x))) ☠role Law â™ - electron_current: ⊦ j_n ≠((e '∘*. μ_n .*. n) .*. (∇. φ_n)) â™ + electron_current: ⊦ j_n ≠((e '∘*. μ_n .*. n) .*. (∇. φ_n)) ☠role Law â™ - electron_continuity_eqn: ⊦ ∇⋅. j_n ≠([x: Ω] 0.0 ? units) | Ω ☠role Condition â™ + electron_continuity_eqn: ⊦ ∇⋅. j_n ≠([x: Ω] 0.0) ☠role Law â™ two_potential_at_boundary : Dirichlet Ψ ([x: ∂Ω] 2.0 ? volts)â™