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generalized technical engineering UnitSystem specification
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@@ -12,6 +12,7 @@ julia: | |
| - 1.4 | ||
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| - 1.7 | ||
| - nightly | ||
| matrix: | ||
| allow_failures: | ||
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| (* This file is part of UnitSystems *) | ||
| (* It is licensed under the MIT license *) | ||
| (* UnitSystems Copyright (C) 2021 Michael Reed *) | ||
| (* _ _ _ *) | ||
| (* | | | | | | *) | ||
| (* ___| |__ __ _| | ___ __ __ ___ ____ _| | __ _ *) | ||
| (* / __| '_ \ / _` | |/ / '__/ _` \ \ / / _` | |/ _` | *) | ||
| (* | (__| | | | (_| | <| | | (_| |\ V / (_| | | (_| | *) | ||
| (* \___|_| |_|\__,_|_|\_\_| \__,_| \_/ \__,_|_|\__,_| *) | ||
| (* *) | ||
| (* https://github.com/chakravala *) | ||
| (* https://crucialflow.com *) | ||
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| isq = {"F", "M", "L","T","Q","\[Theta]","N","J","A","\[CapitalLambda]","C"} | ||
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| d1 = ISQ[{0,0,0,0,0,0,0,0,0,0,0},1] | ||
| dF = ISQ[{1,0,0,0,0,0,0,0,0,0,0},1] | ||
| dM = ISQ[{0,1,0,0,0,0,0,0,0,0,0},1] | ||
| dL = ISQ[{0,0,1,0,0,0,0,0,0,0,0},1] | ||
| dT = ISQ[{0,0,0,1,0,0,0,0,0,0,0},1] | ||
| dQ = ISQ[{0,0,0,0,1,0,0,0,0,0,0},1] | ||
| d0 = ISQ[{0,0,0,0,0,1,0,0,0,0,0},1] | ||
| dN = ISQ[{0,0,0,0,0,0,1,0,0,0,0},1] | ||
| dJ = ISQ[{0,0,0,0,0,0,0,1,0,0,0},1] | ||
| dA = ISQ[{0,0,0,0,0,0,0,0,1,0,0},1] | ||
| dR = ISQ[{0,0,0,0,0,0,0,0,0,1,0},1] | ||
| dC = ISQ[{0,0,0,0,0,0,0,0,0,0,1},1] | ||
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| isqbox[{x_, 1}] := ToBoxes[x] | ||
| isqbox[{x_, 1.}] := ToBoxes[x] | ||
| isqbox[{x_, y_}] := SuperscriptBox[x, ToBoxes[y]] | ||
| isqbox[{_, 0}] = Sequence[] | ||
| isqbox[{_, 0.}] = Sequence[] | ||
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| ISQ /: MakeBoxes[ISQ[{0,0,0,0,0,0,0,0,0,0,0}, 1], StandardForm] := "\[DoubleStruckL]" | ||
| ISQ /: MakeBoxes[ISQ[l_List, 1], StandardForm] := RowBox[Map[isqbox, Transpose[{isq, l}]]] | ||
| ISQ /: MakeBoxes[ISQ[l_List, c_], StandardForm] := RowBox[Prepend[Map[isqbox, Transpose[{isq, l}]], c]] | ||
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| ISQ /: Plus[a:ISQ[z:{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_],ISQ[z:{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},y_]] := ISQ[z,x+y] | ||
| ISQ /: Subtract[ISQ[z:{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_],ISQ[z:{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},y_]] := ISQ[z,x-y] | ||
| ISQ /: Times[ISQ[a_List,x_],ISQ[b_List,y_]] := ISQ[a+b,x*y] | ||
| ISQ /: Divide[ISQ[a_List,x_],ISQ[b_List,y_]] := ISQ[a-b,x/y] | ||
| ISQ /: Power[ISQ[a_List,c_],b_] := ISQ[b*a,Power[c,b]] | ||
| ISQ /: Sqrt[ISQ[a_List,c_]] := ISQ[a/2,Sqrt[c]] | ||
| ISQ /: Inverse[ISQ[a_List,c_]] := ISQ[-a,1/c] | ||
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| ISQ /: Times[ISQ[a_List,c_],b_] := ISQ[a,c*b] | ||
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| (* Measure *) | ||
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| Measure /: MakeBoxes[Measure[v_, d_ISQ, u_String],StandardForm] := Module[{x=transform[u,d]}, RowBox[{ToBoxes[v], "[", ToBoxes[x], "]", u}]] | ||
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| Measure /: Times[Measure[v_,d_,u_],a_] := Measure[v*a,d,u] | ||
| Measure /: Plus[Measure[v_,d1,u_],a_] := Measure[v+a,d1,u] | ||
| Measure /: Subtract[Measure[v_,d1,u_],a_] := Measure[v-a,d1,u] | ||
| Measure /: Subtract[a_,Measure[v_,d1,u_]] := Measure[a-v,d1,u] | ||
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| Measure /: Times[Measure[v1_,d1_,u_],Measure[v2_,d2_,u_]] := Measure[v1*v2,d1*d2,u] | ||
| Measure /: Divide[Measure[v1_,d1_,u_],Measure[v2_,d2_,u_]] := Measure[v1/v2,d1/d2,u] | ||
| Measure /: Power[Measure[v_,d_,u_],b_] := Measure[v^b,d^b,u] | ||
| Measure /: Plus[Measure[v1_,d1_,u_],Measure[v2_,d2_,u_]] := Measure[v1+v2,d1+d2,u] | ||
| Measure /: Subtract[Measure[v1_,d1_,u_],Measure[v2_,d2_,u_]] := Measure[v1-v2,d1-d2,u] | ||
| Measure /: Sqrt[Measure[v_,d_,u_]] := Measure[Sqrt[v],Sqrt[d],u] | ||
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| Measure /: Equal[Measure[v_,ISQ[l_,c_],u_],a_] := And[Total[l]==0,a==v*c] | ||
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| (*quantity /: Log[b_,Power[B_,_ISQ]] := "test"*) | ||
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| ratio[d_, u_, s_] := ratio[d,MatchSystem[s,u],UnitSystem[s]] | ||
| ratio[d_, u_UnitSystem, s_UnitSystem] := ratiocalc[TRANSFORM[d], u, s] | ||
| ratiocalc[ISQ[d_,c_], u_, s_] := | ||
| BoltzmannConstant[u, s]^d[[1]]* | ||
| ReducedPlanckConstant[u, s]^d[[2]]* | ||
| SpeedOfLight[u, s]^d[[3]]* | ||
| MagneticConstant[u, s]^d[[4]]* | ||
| ElectronMass[u, s]^d[[5]]* | ||
| MonochromaticRadiation540THzLuminousEfficacy[u, s]^d[[6]]* | ||
| MolarMassConstant[u, s]^d[[7]]* | ||
| AngleConstant[u, s]^d[[8]]* | ||
| RationalizationConstant[u, s]^d[[9]]* | ||
| LorentzConstant[u, s]^d[[10]]* | ||
| GravityConstant[u, s]^d[[11]] | ||
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| Measure /: Entity["UnitSystem", s_][Measure[v_, d_, u_]] := Measure[v*ratio[d, u, s], d, s] | ||
| Measure[v_, d_, u_][Entity["UnitSystem",s_]] := Measure[v*ratio[d, u, s], d, s] | ||
| Measure[v_, d_, u_][s_String] := Measure[v*ratio[d, u, s], d, s] | ||
| ConvertUnit[Measure[v_, d_, u_],s_] := Measure[v*ratio[d, u, s], d, s] | ||
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| (* 1,2,3,4, 5, 6, 7, 8,9,10,11 *) | ||
| (*kB,ħ,𝘤,μ₀,mₑ,Mᵤ,Kcd,A,λ,αL,g₀ *) | ||
| (* F,M,L,T, Q, Θ, N, J,A,Λ, C *) | ||
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| TRANSFORM[ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := ISQ[{-h,l+t+q/2-f-j,3*f+2*h-l-2*t-q/2,q/-2,m+h+n+2*(f+j)-l-t,-n,j,a-2*r,r-q/2,-q-c,l+t-h-2*(f+j)},x] | ||
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| transform[_String,x_] := transform["Metric",x] | ||
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| transform["MetricEngineering",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{f,m,l,t,q,h,n,j,a,0,0},x] | ||
| transform["GravitationalMetric",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{f+m,0,l-m,t+2*m,q,h,n,j,0,0,0},x] | ||
| transform["Metric",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,f+m,f+l,t-2*f,q,h,n,j,0,0,0},x] | ||
| transform["Astronomical",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{f,0,l+3*m,t-2*m,q,h,n,j,a,0,0},x] | ||
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| transform["Gauss",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,f+m+q/2,f+l+(3/2)*q+c,t-2*f-q-c,0,h,0,j,0,0,0},x] | ||
| transform["ESU",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,f+m+q/2,f+l+(3/2)*q,t-2*f-q,0,h,0,j,0,0,0},x] | ||
| transform["EMU",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,f+m+q/2,f+l+q/2,t-2*f,0,h,0,j,0,0,0},x] | ||
| transform["Kennelly",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,f+m+q/2,f+l+q/2,t-2*f,0,h,n,j,0,0,0},x] | ||
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| transform["Stoney",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,f+m+h,l+t-f,0,q,0,0,0,0,0,0},x] | ||
| transform["Electronic",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,0,l+t-f,0,q,0,0,0,0,0,0},x] | ||
| transform["QCDoriginal",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,2*f+m+h-l-t,0,0,q,0,0,0,a,0,0},x] | ||
| transform["PlanckGauss",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,2*f+m+h-l-t,0,0,0,0,0,0,a,0,0},x] | ||
| transform["Planck",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,2*f+m+q+h-l-t,0,0,0,0,0,0,0,0,0},x] | ||
| transform["Natural",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,0,0,0,0,0,0,0,0,0,0},x] | ||
| transform["NaturalGauss",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,0,0,0,0,0,0,0,a,0,0},x] | ||
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| transform["Rydberg",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,m+t+h-f,l+2*(t-h)-3*f,0,q,0,0,0,0,0,0},x] | ||
| transform["Hartree",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,0,l+2*(t-h)-3*f,0,q,0,0,0,0,0,0},x] | ||
| transform["Hubble",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,f+m,l+t-f,0,q,h,n,j,0,0,0},x] | ||
| transform["CosmologicalQuantum",ISQ[{f_,m_,l_,t_,q_,h_,n_,j_,a_,r_,c_},x_]] := | ||
| ISQ[{0,m+2*f-l-t,0,0,q,h,n,j,0,0,0},x] | ||
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| transform["LorentzHeaviside",x_] := transform["Gauss",x] | ||
| transform["Thomson",x_] := transform["EMU",x] | ||
| (*transform["Kennelly",x_] := transform["EMU",x]*) | ||
| transform["Schrodinger",x_] := transform["Rydberg",x] | ||
| transform["QCD",x_] := transform["Planck",x] | ||
| transform["QCDGauss",x_] := transform["PlanckGauss",x] | ||
| transform["Cosmological",x_] := transform["Hubble",x] | ||
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| transform["SI2019Engineering",x_] := transform["MetricEngineering",x] | ||
| transform["GravitationalSI2019",x_] := transform["GravitationalMetric",x] | ||
| transform["British",x_] := transform["GravitationalMetric",x] | ||
| transform["British2019",x_] := transform["GravitationalMetric",x] | ||
| transform["English",x_] := transform["MetricEngineering",x] | ||
| transform["English2019",x_] := transform["MetricEngineering",x] | ||
| transform["Survey",x_] := transform["MetricEngineering",x] | ||
| transform["Survey2019",x_] := transform["MetricEngineering",x] |
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@JuliaRegistrator
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Registration pull request created: JuliaRegistries/General/57349
After the above pull request is merged, it is recommended that a tag is created on this repository for the registered package version.
This will be done automatically if the Julia TagBot GitHub Action is installed, or can be done manually through the github interface, or via: