#1
char Aclass(3,11)
Atrajectory
1.1
 

char name(87,94)
Time
V
p_atm
Tstart
hstart
pstart
Kv0
medium.p
medium.der(p)
medium.d
medium.der(d)
medium.T
medium.h
medium.der(h)
medium.u
medium.der(u)
medium.R
medium.MM
medium.state.phase
medium.state.h
medium.state.d
medium.state.T
medium.state.p
medium.T_degC
medium.p_bar
medium.standardOrderComponents
medium.sat.psat
medium.sat.Tsat
medium.phase
_GlobalScope.Modelica.Media.Water.waterConstants[1].molarMass
_GlobalScope.Modelica.Media.Water.waterConstants[1].criticalTemperature
_GlobalScope.Modelica.Media.Water.waterConstants[1].criticalPressure
_GlobalScope.Modelica.Media.Water.waterConstants[1].criticalMolarVolume
_GlobalScope.Modelica.Media.Water.waterConstants[1].acentricFactor
_GlobalScope.Modelica.Media.Water.waterConstants[1].triplePointTemperature
_GlobalScope.Modelica.Media.Water.waterConstants[1].triplePointPressure
_GlobalScope.Modelica.Media.Water.waterConstants[1].meltingPoint
_GlobalScope.Modelica.Media.Water.waterConstants[1].normalBoilingPoint
_GlobalScope.Modelica.Media.Water.waterConstants[1].dipoleMoment
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasIdealGasHeatCapacity
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasCriticalData
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasDipoleMoment
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasFundamentalEquation
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasLiquidHeatCapacity
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasSolidHeatCapacity
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasAccurateViscosityData
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasAccurateConductivityData
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasVapourPressureCurve
_GlobalScope.Modelica.Media.Water.waterConstants[1].hasAcentricFactor
_GlobalScope.Modelica.Media.Water.waterConstants[1].HCRIT0
_GlobalScope.Modelica.Media.Water.waterConstants[1].SCRIT0
_GlobalScope.Modelica.Media.Water.waterConstants[1].deltah
_GlobalScope.Modelica.Media.Water.waterConstants[1].deltas
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].molarMass
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].criticalTemperature
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].criticalPressure
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].criticalMolarVolume
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].acentricFactor
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].triplePointTemperature
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].triplePointPressure
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].meltingPoint
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].normalBoilingPoint
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].dipoleMoment
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasIdealGasHeatCapacity
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasCriticalData
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasDipoleMoment
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasFundamentalEquation
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasLiquidHeatCapacity
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasSolidHeatCapacity
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasAccurateViscosityData
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasAccurateConductivityData
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasVapourPressureCurve
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasAcentricFactor
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].HCRIT0
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].SCRIT0
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].deltah
_GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].deltas
M
der(M)
U
der(U)
win
wout
hin
hout
Q
Kv

char description(87,89)
Time in [s]
Storage Volume [m3]
Atmospheric pressure [Pa]
[K|degC]
[J/kg]
[Pa|bar]
Valve flow coefficient
Absolute pressure of medium [Pa|bar]
der(Absolute pressure of medium) [Pa/s]
Density of medium [kg/m3|g/cm3]
der(Density of medium) [Pa.m-2.s]
Temperature of medium [K|degC]
Specific enthalpy of medium [J/kg]
der(Specific enthalpy of medium) [m2/s3]
Specific internal energy of medium [J/kg]
der(Specific internal energy of medium) [m2/s3]
Gas constant (of mixture if applicable) [J/(kg.K)]
Molar mass (of mixture or single fluid) [kg/mol]
phase of the fluid: 1 for 1-phase, 2 for two-phase, 0 for not known, e.g. interactive use
specific enthalpy [J/kg]
density [kg/m3|g/cm3]
temperature [K|degC]
pressure [Pa|bar]
Temperature of medium in [degC] [degC;]
Absolute pressure of medium in [bar] [bar]
if true, and reducedX = true, the last element of X will be computed from the other ones
saturation pressure [Pa|bar]
saturation temperature [K|degC]
2 for two-phase, 1 for one-phase, 0 if not known
molar mass [kg/mol]
critical temperature [K|degC]
critical pressure [Pa|bar]
critical molar Volume [m3/mol]
Pitzer acentric factor
triple point temperature [K|degC]
triple point pressure [Pa|bar]
melting point at 101325 Pa [K|degC]
normal boiling point (at 101325 Pa) [K|degC]
dipole moment of molecule in Debye (1 debye = 3.33564e10-30 C.m) [debye]
true if ideal gas heat capacity is available
true if critical data are known
true if a dipole moment known
true if a fundamental equation
true if liquid heat capacity is available
true if solid heat capacity is available
true if accurate data for a viscosity function is available
true if accurate data for thermal conductivity is available
true if vapour pressure data, e.g. Antoine coefficents are known
true if Pitzer accentric factor is known
Critical specific enthalpy of the fundamental equation [J/kg]
Critical specific entropy of the fundamental equation [J/(kg.K)]
Difference between specific enthalpy model (h_m) and f.eq. (h_f) (h_m - h_f) [J/kg]
Difference between specific enthalpy model (s_m) and f.eq. (s_f) (s_m - s_f) [J/(kg.K)]
molar mass [kg/mol]
critical temperature [K|degC]
critical pressure [Pa|bar]
critical molar Volume [m3/mol]
Pitzer acentric factor
triple point temperature [K|degC]
triple point pressure [Pa|bar]
melting point at 101325 Pa [K|degC]
normal boiling point (at 101325 Pa) [K|degC]
dipole moment of molecule in Debye (1 debye = 3.33564e10-30 C.m) [debye]
true if ideal gas heat capacity is available
true if critical data are known
true if a dipole moment known
true if a fundamental equation
true if liquid heat capacity is available
true if solid heat capacity is available
true if accurate data for a viscosity function is available
true if accurate data for thermal conductivity is available
true if vapour pressure data, e.g. Antoine coefficents are known
true if Pitzer accentric factor is known
Critical specific enthalpy of the fundamental equation [J/kg]
Critical specific entropy of the fundamental equation [J/(kg.K)]
Difference between specific enthalpy model (h_m) and f.eq. (h_f) (h_m - h_f) [J/kg]
Difference between specific enthalpy model (s_m) and f.eq. (s_f) (s_m - s_f) [J/(kg.K)]
[kg]
[kg/s]
[J]
[W]
[kg/s]
[kg/s]
[J/kg]
[J/kg]
[W]



# Matrix with 4 columns defining the data of the signals:
#
# dataInfo(i,1)=    j: name i data is stored in matrix "data_j".
#                      (1,1)=0, means that name(1) is used as abscissa
#                      for ALL data matrices!
#
# dataInfo(i,2)=    k: name i data is stored in column abs(k) of matrix
#                      data_j with sign(k) used as sign.
#
# dataInfo(i,3)=    0: Linear interpolation of the column data
#              = 1..4: Piecewise convex hermite spline interpolation
#                      of the column data. Curve is differentiable upto
#                      order 1..4. The spline is defined by a polygon.
#                      It touches the polygon in the middle of every segment
#                      and at the beginning and final point. Between such
#                      points the spline is convex. The polygon is also the
#                      convex envelope of the spline.
#
# dataInfo(i,4)=   -1: name i is not defined outside of the defined time range
#              =    0: Keep first/last value outside of time range
#              =    1: Linear interpolation through first/last two points outside
#                      of time range.
#
int dataInfo(87,4)
   0   1   0  -1   # Time
   1   2   0   0   # V
   1   3   0   0   # p_atm
   1   4   0   0   # Tstart
   1   5   0   0   # hstart
   1   6   0   0   # pstart
   1   7   0   0   # Kv0
   2   2   0  -1   # medium.p
   2   3   0  -1   # medium.der(p)
   2   4   0  -1   # medium.d
   2   5   0  -1   # medium.der(d)
   2   6   0  -1   # medium.T
   2   7   0  -1   # medium.h
   2   8   0  -1   # medium.der(h)
   2   9   0  -1   # medium.u
   2  10   0  -1   # medium.der(u)
   1   8   0   0   # medium.R
   1   9   0   0   # medium.MM
   2  14   0  -1   # medium.state.phase
   2   7   0  -1   # medium.state.h
   2   4   0  -1   # medium.state.d
   2   6   0  -1   # medium.state.T
   2   2   0  -1   # medium.state.p
   2  11   0  -1   # medium.T_degC
   2  12   0  -1   # medium.p_bar
   1  10   0   0   # medium.standardOrderComponents
   2   2   0  -1   # medium.sat.psat
   2  13   0  -1   # medium.sat.Tsat
   2  14   0  -1   # medium.phase
   1  11   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].molarMass
   1  12   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].criticalTemperature
   1  13   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].criticalPressure
   1  14   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].criticalMolarVolume
   1  15   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].acentricFactor
   1  16   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].triplePointTemperature
   1  17   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].triplePointPressure
   1  18   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].meltingPoint
   1  19   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].normalBoilingPoint
   1  20   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].dipoleMoment
   1  21   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasIdealGasHeatCapacity
   1  22   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasCriticalData
   1  23   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasDipoleMoment
   1  24   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasFundamentalEquation
   1  25   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasLiquidHeatCapacity
   1  26   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasSolidHeatCapacity
   1  27   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasAccurateViscosityData
   1  28   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasAccurateConductivityData
   1  29   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasVapourPressureCurve
   1  30   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].hasAcentricFactor
   1  31   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].HCRIT0
   1  32   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].SCRIT0
   1  33   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].deltah
   1  34   0   0   # _GlobalScope.Modelica.Media.Water.waterConstants[1].deltas
   1  35   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].molarMass
   1  36   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].criticalTemperature
   1  37   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].criticalPressure
   1  38   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].criticalMolarVolume
   1  39   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].acentricFactor
   1  40   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].triplePointTemperature
   1  41   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].triplePointPressure
   1  42   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].meltingPoint
   1  43   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].normalBoilingPoint
   1  44   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].dipoleMoment
   1  45   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasIdealGasHeatCapacity
   1  46   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasCriticalData
   1  47   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasDipoleMoment
   1  48   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasFundamentalEquation
   1  49   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasLiquidHeatCapacity
   1  50   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasSolidHeatCapacity
   1  51   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasAccurateViscosityData
   1  52   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasAccurateConductivityData
   1  53   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasVapourPressureCurve
   1  54   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].hasAcentricFactor
   1  55   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].HCRIT0
   1  56   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].SCRIT0
   1  57   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].deltah
   1  58   0   0   # _GlobalScope.Modelica.Media.Water.WaterIF97_base.fluidConstants[1].deltas
   2  15   0  -1   # M
   2  16   0  -1   # der(M)
   2  17   0  -1   # U
   2  18   0  -1   # der(U)
   2  19   0  -1   # win
   2  20   0  -1   # wout
   1  59   0   0   # hin
   2   7   0  -1   # hout
   2  21   0  -1   # Q
   2  22   0  -1   # Kv

double data_1(2,59)
   0  1  101325  300  100000  101325  1.008010000000000E-002  4.615236365065450E+002
  1.801526800000000E-002  1  1.801526800000000E-002  6.470960000000000E+002
  2.206400000000000E+007  5.594803726708070E-005  3.440000000000000E-001
  2.731600000000000E+002  6.116570000000000E+002  2.731500000000000E+002
  3.731240000000000E+002  1.800000000000000E+000  0  1  0  0  0  0  0  0
  0  0  0  0  0  0  1.801526800000000E-002  6.470960000000000E+002  2.206400000000000E+007
  5.594803726708070E-005  3.440000000000000E-001  2.731600000000000E+002
  6.116570000000000E+002  2.731500000000000E+002  3.731240000000000E+002
  1.800000000000000E+000  0  1  0  0  0  0  0  0  0  0  0  0  0  0  100000
  80  1  101325  300  100000  101325  1.008010000000000E-002  4.615236365065450E+002
  1.801526800000000E-002  1  1.801526800000000E-002  6.470960000000000E+002
  2.206400000000000E+007  5.594803726708070E-005  3.440000000000000E-001
  2.731600000000000E+002  6.116570000000000E+002  2.731500000000000E+002
  3.731240000000000E+002  1.800000000000000E+000  0  1  0  0  0  0  0  0
  0  0  0  0  0  0  1.801526800000000E-002  6.470960000000000E+002  2.206400000000000E+007
  5.594803726708070E-005  3.440000000000000E-001  2.731600000000000E+002
  6.116570000000000E+002  2.731500000000000E+002  3.731240000000000E+002
  1.800000000000000E+000  0  1  0  0  0  0  0  0  0  0  0  0  0  0  100000

double data_2(1005,22)                           
 0.000000000000000E+000 2.006579747187913E+005 -3.182098519138755E-008
     9.973879403894193E+002 -1.421085471520200E-014 2.969722846207899E+002
     1.000000000000000E+005 -3.234703725864356E-011 9.979881652204413E+004
     -4.455825550823967E-013 2.382228462078996E+001 2.006579747187913E+000
     3.934654167361713E+002 1.000000000000000E+000 9.973879403894193E+002
     -1.421085471520200E-014 9.953813606422314E+007 -1.862645149230957E-009
     1.003329583343423E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 8.000000000000000E-002 2.006579747187913E+005 -3.182098519138755E-008
     9.973879403894193E+002 -1.421085471520200E-014 2.969722846207899E+002
     1.000000000000000E+005 -3.234703725864356E-011 9.979881652204413E+004
     -4.455825550823967E-013 2.382228462078996E+001 2.006579747187913E+000
     3.934654167361713E+002 1.000000000000000E+000 9.973879403894193E+002
     -1.421085471520200E-014 9.953813606422314E+007 -1.862645149230957E-009
     1.003329583343423E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 1.600000000000000E-001 2.006579747187913E+005 -3.182098519138755E-008
     9.973879403894193E+002 -1.421085471520200E-014 2.969722846207899E+002
     1.000000000000000E+005 -3.234703725864356E-011 9.979881652204413E+004
     -4.455825550823967E-013 2.382228462078996E+001 2.006579747187913E+000
     3.934654167361713E+002 1.000000000000000E+000 9.973879403894193E+002
     -1.421085471520200E-014 9.953813606422314E+007 -1.862645149230957E-009
     1.003329583343423E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 2.400000000000000E-001 2.006579747187912E+005 9.521845583139375E-008
     9.973879403894193E+002 4.263256414560601E-014 2.969722846207899E+002
     1.000000000000000E+005 9.492844848146860E-011 9.979881652204413E+004
     -5.307755659878974E-013 2.382228462078996E+001 2.006579747187912E+000
     3.934654167361712E+002 1.000000000000000E+000 9.973879403894193E+002
     4.263256414560601E-014 9.953813606422314E+007 3.725290298461914E-009
     1.003329583343424E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 3.200000000000000E-001 2.006579747187912E+005 9.521845583139375E-008
     9.973879403894193E+002 4.263256414560601E-014 2.969722846207899E+002
     1.000000000000000E+005 9.492844848146860E-011 9.979881652204413E+004
     -5.307755659878974E-013 2.382228462078996E+001 2.006579747187912E+000
     3.934654167361712E+002 1.000000000000000E+000 9.973879403894193E+002
     4.263256414560601E-014 9.953813606422314E+007 3.725290298461914E-009
     1.003329583343424E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 4.000000000000000E-001 2.006579747187912E+005 9.521845583139375E-008
     9.973879403894193E+002 4.263256414560601E-014 2.969722846207899E+002
     1.000000000000000E+005 9.492844848146860E-011 9.979881652204413E+004
     -5.307755659878974E-013 2.382228462078996E+001 2.006579747187912E+000
     3.934654167361712E+002 1.000000000000000E+000 9.973879403894193E+002
     4.263256414560601E-014 9.953813606422314E+007 3.725290298461914E-009
     1.003329583343424E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 4.800000000000000E-001 2.006579747187913E+005 -3.182098519138755E-008
     9.973879403894193E+002 -1.421085471520200E-014 2.969722846207899E+002
     1.000000000000000E+005 -3.234703725864356E-011 9.979881652204413E+004
     -4.455825550823967E-013 2.382228462078996E+001 2.006579747187913E+000
     3.934654167361713E+002 1.000000000000000E+000 9.973879403894193E+002
     -1.421085471520200E-014 9.953813606422314E+007 -1.862645149230957E-009
     1.003329583343423E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 5.600000000000001E-001 2.006579747187913E+005 -3.182098519138755E-008
     9.973879403894193E+002 -1.421085471520200E-014 2.969722846207899E+002
     1.000000000000000E+005 -3.234703725864356E-011 9.979881652204413E+004
     -4.455825550823967E-013 2.382228462078996E+001 2.006579747187913E+000
     3.934654167361713E+002 1.000000000000000E+000 9.973879403894193E+002
     -1.421085471520200E-014 9.953813606422314E+007 -1.862645149230957E-009
     1.003329583343423E+002 1.003329583343423E+002 0.000000000000000E+000
     1.008010000000000E-002
 6.400000000000000E-001 2.006579747187913E+005 -3.182098519138755E-008
     9.973879403894193E+002 -1.421085471520200E-014 2.969722846207899E+002
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