Port all missing each from MSL master (3.2.3)

Modelica/Electrical/QuasiStationary/MultiPhase.mo

@@ -2116,10 +2116,10 @@ This block determines the continuous quasi <a href=\"Modelica://Modelica.Blocks.
       import Modelica.ComplexMath.arg;
       parameter Integer m=3 "Number of phases";
       output Real abs_u[m] = 'abs'(u) "Absolute of input";
-      output Modelica.SIunits.Angle arg_u[m](displayUnit="deg") = arg(u)
+      output Modelica.SIunits.Angle arg_u[m](each displayUnit="deg") = arg(u)
         "Argument of input";
       output Real abs_y[m] = 'abs'(y) "Absolute of output";
-      output Modelica.SIunits.Angle arg_y[m](displayUnit="deg") = arg(y)
+      output Modelica.SIunits.Angle arg_y[m](each displayUnit="deg") = arg(y)
         "Argument of output";
     protected
       final parameter Complex sTM[m,m]=

Modelica/Fluid/Examples/TraceSubstances.mo

@@ -109,7 +109,7 @@ of magnitude.
       nPorts=2)
       annotation (Placement(transformation(extent={{-70,-40},{-50,-20}})));
     Modelica.Fluid.Vessels.ClosedVolume volume(
-      medium(Xi(nominal=0.01)),
+      medium(Xi(each nominal=0.01)),
       C_start={1.519E-3},
       V=100,
       redeclare package Medium = Medium,
@@ -119,7 +119,7 @@ of magnitude.
 
     Pipes.DynamicPipe ductOut(
       mCs_scaled(each nominal = 0.01),
-      mediums(each Xi(nominal = 0.01)),
+      mediums(each Xi(each nominal = 0.01)),
       redeclare package Medium = Medium,
       diameter=0.15,
       redeclare model FlowModel =
@@ -165,7 +165,7 @@ of magnitude.
 
     Pipes.DynamicPipe ductIn(
       mCs_scaled(each nominal = 0.01),
-      mediums(each Xi(nominal = 0.01)),
+      mediums(each Xi(each nominal = 0.01)),
       redeclare package Medium = Medium,
       diameter=0.15,
       redeclare model FlowModel =

Modelica/Magnetic/FundamentalWave.mo

@@ -4101,7 +4101,7 @@ to speed to achieve constant current and torque.</p>
           statorCoreParameters(VRef=100),
           strayLoadParameters(IRef=100),
           brushParameters(ILinear=0.01),
-          ir(fixed=true),
+          ir(each fixed=true),
           wMechanical(fixed=true),
           m=m,
           Rs=smeeData.Rs*m/3,

Modelica/Magnetic/QuasiStatic/FundamentalWave.mo

@@ -3541,7 +3541,7 @@ to numerically stabilize the simulation.</p>
             statorCoreParameters(VRef=100),
             strayLoadParameters(IRef=100),
             brushParameters(ILinear=0.01),
-            ir(fixed=true),
+            ir(each fixed=true),
             useDamperCage=false,
             m=m,
             frictionParameters(PRef=0),
@@ -4007,7 +4007,7 @@ Simulate for 30 seconds and plot versus <code>rotorAngle|rotorAngleQS.rotorDispl
             Rrq=smrData.Rrq,
             TrRef=smrData.TrRef,
             alpha20r(displayUnit="1/K") = smrData.alpha20r,
-            ir(fixed=true),
+            ir(each fixed=true),
             m=m,
             Rs=smrData.Rs*m/3,
             Lssigma=smrData.Lssigma*m/3,

Modelica/Media/Air/MoistAir.mo

@@ -1399,7 +1399,7 @@ Specific entropy of moist air is computed from pressure, temperature and composi
     input SI.MassFraction X[:] "Mass fractions of moist air";
     input Real dp(unit="Pa/s") "Derivative of pressure";
     input Real dT(unit="K/s") "Derivative of temperature";
-    input Real dX[nX](unit="1/s") "Derivative of mass fractions";
+    input Real dX[nX](each unit="1/s") "Derivative of mass fractions";
     output Real ds(unit="J/(kg.K.s)") "Specific entropy at p, T, X";
   protected
     MoleFraction[2] Y=massToMoleFractions(X, {steam.MM,dryair.MM})

Modelica/Media/IdealGases/Common/package.mo

@@ -752,7 +752,7 @@ required from medium model \"" + mediumName + "\".");
 
   redeclare function extends specificEntropy "Return specific entropy"
   protected
-    Real[nX] Y(unit="mol/mol")=massToMoleFractions(state.X, data.MM)
+    Real[nX] Y(each unit="mol/mol")=massToMoleFractions(state.X, data.MM)
       "Molar fractions";
   algorithm
   s :=  s_TX(state.T, state.X) - sum(state.X[i]*Modelica.Constants.R/MMX[i]*
@@ -1366,7 +1366,7 @@ end lowPressureThermalConductivity;
         "Note that this function always sees the complete mass fraction vector"
       protected
     MassFraction[nX] Xfull = if size(X,1) == nX then X else cat(1,X,{1-sum(X)});
-    Real[nX] Y(unit="mol/mol")=massToMoleFractions(if size(X,1) == nX then X else cat(1,X,{1-sum(X)}), data.MM)
+    Real[nX] Y(each unit="mol/mol")=massToMoleFractions(if size(X,1) == nX then X else cat(1,X,{1-sum(X)}), data.MM)
           "Molar fractions";
     algorithm
       y := s_TX(x,Xfull) - sum(Xfull[i]*Modelica.Constants.R/MMX[i]*

Modelica/Media/package.mo

@@ -2951,7 +2951,7 @@ points, e.g., when an isentropic reference state is computed.
         p(start=1.0e5, fixed=true));
       Medium.BaseProperties medium2(
         T(start=300.0, fixed=true),
-        X(start={0.2,0.8}, fixed=true),
+        X(start={0.2,0.8}, each fixed=true),
         p(start=2.0e5, fixed=true));
       Medium.SpecificHeatCapacity cp=Medium.specificHeatCapacityCp(medium.state);
       Medium.SpecificHeatCapacity cv=Medium.specificHeatCapacityCv(medium.state);
@@ -2991,7 +2991,7 @@ is given to compare the approximation.
         p(start=1.0e5, fixed=true));
       Medium.BaseProperties medium2(
         T(start=300.0, fixed=true),
-        X(start={0.2,0.1,0.3,0.4}, fixed=true),
+        X(start={0.2,0.1,0.3,0.4}, each fixed=true),
         p(start=2.0e5, fixed=true));
       Medium.SpecificHeatCapacity cp=Medium.specificHeatCapacityCp(state);
       Medium.SpecificHeatCapacity cv=Medium.specificHeatCapacityCv(state);