#1
char Aclass(3,11)
Atrajectory
1.1
 

char name(75,25)
Time
_dummy
_derdummy
p1
h1
p2
T2
state1.p
state1.T
state1.X[1]
state1.X[2]
state1.X[3]
state1.X[4]
state1.X[5]
state1.X[6]
state2.p
state2.T
state2.X[1]
state2.X[2]
state2.X[3]
state2.X[4]
state2.X[5]
state2.X[6]
completeState1.state.p
completeState1.state.T
completeState1.state.X[1]
completeState1.state.X[2]
completeState1.state.X[3]
completeState1.state.X[4]
completeState1.state.X[5]
completeState1.state.X[6]
completeState1.p
completeState1.h
completeState1.T
completeState1.d
completeState1.s
completeState1.cp
completeState1.cv
completeState1.beta
completeState1.kappa
completeState1.d_d_dp_T
completeState1.d_d_dT_p
completeState1.d_d_dX[1]
completeState1.d_d_dX[2]
completeState1.d_d_dX[3]
completeState1.d_d_dX[4]
completeState1.d_d_dX[5]
completeState1.d_d_dX[6]
completeState1.MM
completeState2.state.p
completeState2.state.T
completeState2.state.X[1]
completeState2.state.X[2]
completeState2.state.X[3]
completeState2.state.X[4]
completeState2.state.X[5]
completeState2.state.X[6]
completeState2.p
completeState2.h
completeState2.T
completeState2.d
completeState2.s
completeState2.cp
completeState2.cv
completeState2.beta
completeState2.kappa
completeState2.d_d_dp_T
completeState2.d_d_dT_p
completeState2.d_d_dX[1]
completeState2.d_d_dX[2]
completeState2.d_d_dX[3]
completeState2.d_d_dX[4]
completeState2.d_d_dX[5]
completeState2.d_d_dX[6]
completeState2.MM

char description(75,61)
Time in [s]
dummy
derdummy
[Pa|bar]
[J/kg]
[Pa|bar]
[K|degC]
Absolute pressure of medium [Pa|bar]
Temperature of medium [K|degC]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Absolute pressure of medium [Pa|bar]
Temperature of medium [K|degC]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Absolute pressure of medium [Pa|bar]
Temperature of medium [K|degC]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
[Pa|bar]
[J/kg]
[K|degC]
[kg/m3|g/cm3]
[J/(kg.K)]
[J/(kg.K)]
[J/(kg.K)]
[1/K]
[1/Pa]
[s2/m2]
[kg/(m3.K)]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/mol]
Absolute pressure of medium [Pa|bar]
Temperature of medium [K|degC]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
Mass fractions (= (component mass)/total mass  m_i/m) [kg/kg]
[Pa|bar]
[J/kg]
[K|degC]
[kg/m3|g/cm3]
[J/(kg.K)]
[J/(kg.K)]
[J/(kg.K)]
[1/K]
[1/Pa]
[s2/m2]
[kg/(m3.K)]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/m3|g/cm3]
[kg/mol]


# 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(75,4)
   0   1   0  -1   # Time
   2   2   0  -1   # _dummy
   2   3   0  -1   # _derdummy
   1   2   0   0   # p1
   2   4   0  -1   # h1
   2  21   0  -1   # p2
   2  22   0  -1   # T2
   1   3   0   0   # state1.p
   2   5   0  -1   # state1.T
   1   4   0   0   # state1.X[1]
   1   5   0   0   # state1.X[2]
   1   6   0   0   # state1.X[3]
   1   7   0   0   # state1.X[4]
   1   8   0   0   # state1.X[5]
   1   9   0   0   # state1.X[6]
   2  21   0  -1   # state2.p
   2  22   0  -1   # state2.T
   1  10   0   0   # state2.X[1]
   1  11   0   0   # state2.X[2]
   1  12   0   0   # state2.X[3]
   1  13   0   0   # state2.X[4]
   1  14   0   0   # state2.X[5]
   1  15   0   0   # state2.X[6]
   1  16   0   0   # completeState1.state.p
   2   5   0  -1   # completeState1.state.T
   1  17   0   0   # completeState1.state.X[1]
   1  18   0   0   # completeState1.state.X[2]
   1  19   0   0   # completeState1.state.X[3]
   1  20   0   0   # completeState1.state.X[4]
   1  21   0   0   # completeState1.state.X[5]
   1  22   0   0   # completeState1.state.X[6]
   1  23   0   0   # completeState1.p
   2   6   0  -1   # completeState1.h
   2   5   0  -1   # completeState1.T
   2   7   0  -1   # completeState1.d
   2   8   0  -1   # completeState1.s
   2   9   0  -1   # completeState1.cp
   2  10   0  -1   # completeState1.cv
   2  11   0  -1   # completeState1.beta
   1  24   0   0   # completeState1.kappa
   2  12   0  -1   # completeState1.d_d_dp_T
   2  13   0  -1   # completeState1.d_d_dT_p
   2  14   0  -1   # completeState1.d_d_dX[1]
   2  15   0  -1   # completeState1.d_d_dX[2]
   2  16   0  -1   # completeState1.d_d_dX[3]
   2  17   0  -1   # completeState1.d_d_dX[4]
   2  18   0  -1   # completeState1.d_d_dX[5]
   2  19   0  -1   # completeState1.d_d_dX[6]
   2  20   0  -1   # completeState1.MM
   2  21   0  -1   # completeState2.state.p
   2  22   0  -1   # completeState2.state.T
   1  25   0   0   # completeState2.state.X[1]
   1  26   0   0   # completeState2.state.X[2]
   1  27   0   0   # completeState2.state.X[3]
   1  28   0   0   # completeState2.state.X[4]
   1  29   0   0   # completeState2.state.X[5]
   1  30   0   0   # completeState2.state.X[6]
   2  21   0  -1   # completeState2.p
   2  23   0  -1   # completeState2.h
   2  22   0  -1   # completeState2.T
   2  24   0  -1   # completeState2.d
   2  25   0  -1   # completeState2.s
   2  26   0  -1   # completeState2.cp
   2  27   0  -1   # completeState2.cv
   2  28   0  -1   # completeState2.beta
   2  29   0  -1   # completeState2.kappa
   2  30   0  -1   # completeState2.d_d_dp_T
   2  31   0  -1   # completeState2.d_d_dT_p
   2  32   0  -1   # completeState2.d_d_dX[1]
   2  33   0  -1   # completeState2.d_d_dX[2]
   2  34   0  -1   # completeState2.d_d_dX[3]
   2  35   0  -1   # completeState2.d_d_dX[4]
   2  36   0  -1   # completeState2.d_d_dX[5]
   2  37   0  -1   # completeState2.d_d_dX[6]
   2  38   0  -1   # completeState2.MM

double data_1(2,30)
  0  100000  100000  7.680000000000000E-001  0  0  2.320000000000000E-001
  0  0  7.680000000000000E-001  0  0  2.320000000000000E-001  0  0  100000
  7.680000000000000E-001  0  0  2.320000000000000E-001  0  0  100000  1.000000000000000E-005
  7.680000000000000E-001  0  0  2.320000000000000E-001  0  0
  1  100000  100000  7.680000000000000E-001  0  0  2.320000000000000E-001
  0  0  7.680000000000000E-001  0  0  2.320000000000000E-001  0  0  100000
  7.680000000000000E-001  0  0  2.320000000000000E-001  0  0  100000  1.000000000000000E-005
  7.680000000000000E-001  0  0  2.320000000000000E-001  0  0

double data_2(202,38)                            
 0.000000000000000E+000 1.000000000000000E+000 0.000000000000000E+000
     3.000000000000000E+005 2.975291745634073E+002 3.000000000000001E+005
     1.166099218501692E+000 6.742623785340253E+003 1.011424149227628E+003
     7.231969654677737E+002 3.361014937333102E-003 1.166099218501692E-005
     -3.919276891796645E-003 -1.200796514252574E+000 -1.668670410558320E+001
     -1.200937985668136E+000 -1.051239204981532E+000 -1.867214557440298E+000
     -7.643439046651985E-001 2.884693904141763E-002 1.000000000000000E+005
     4.000000000000000E+002 4.040213942846324E+005 8.673713448496072E-001
     7.042991101614496E+003 1.020201881498666E+003 7.319746977388113E+002
     2.500000000000000E-003 1.000000000000000E-005 8.673713448496072E-006
     -2.168428362124018E-003 -8.931799892604627E-001 -1.241195324679497E+001
     -8.932852189442040E-001 -7.819358323171196E-001 -1.388877015019975E+000
     -5.685365275940206E-001 2.884693904141763E-002
 5.000000000000000E-003 1.000000000000000E+000 0.000000000000000E+000
     3.005000000000000E+005 2.980235212818510E+002 3.004999999999999E+005
     1.164164950630598E+000 6.744302898260801E+003 1.011447604463843E+003
     7.232204207039881E+002 3.355439851521873E-003 1.164164950630598E-005
     -3.906285469090901E-003 -1.198804692218574E+000 -1.665902502380887E+001
     -1.198945928968330E+000 -1.049495461235916E+000 -1.864117314024307E+000
     -7.630760486939368E-001 2.884693904141763E-002 1.005000000000000E+005
     4.002500000000000E+002 4.042764486968823E+005 8.711637242462014E-001
     7.042190993422211E+003 1.020233424668415E+003 7.320062409085606E+002
     2.498438475952530E-003 9.950248756218906E-006 8.668295763643795E-006
     -2.176548967510809E-003 -8.970852109499213E-001 -1.246622162451363E+001
     -8.971909007259712E-001 -7.853546648131969E-001 -1.394949556622185E+000
     -5.710223212811899E-001 2.884693904141763E-002
 1.000000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.010000000000000E+005 2.985178564973758E+002 3.010000000000000E+005
     1.162237133854312E+000 6.745979228290738E+003 1.011471220467489E+003
     7.232440367076342E+002 3.349883359519536E-003 1.162237133854312E-005
     -3.893358834514239E-003 -1.196819513231785E+000 -1.663143825622919E+001
     -1.196960516098382E+000 -1.047757533156471E+000 -1.861030400413831E+000
     -7.618124212264916E-001 2.884693904141763E-002 1.010000000000000E+005
     4.005000000000000E+002 4.045315110010502E+005 8.749513690867449E-001
     7.041397641164266E+003 1.020265016841182E+003 7.320378330813276E+002
     2.496878901373283E-003 9.900990099009901E-006 8.662884842443017E-006
     -2.184647613200362E-003 -9.009855572065593E-001 -1.252042225144861E+001
     -9.010917065005204E-001 -7.887692291039110E-001 -1.401014517023894E+000
     -5.735050116054540E-001 2.884693904141763E-002
 1.500000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.015000000000000E+005 2.990121801318257E+002 3.015000000000000E+005
     1.160315736258247E+000 6.747652784703952E+003 1.011494997738984E+003
     7.232678139791294E+002 3.344345369339568E-003 1.160315736258247E-005
     -3.880496559527099E-003 -1.194840944427998E+000 -1.660394334615119E+001
     -1.194981714190212E+000 -1.046025391972176E+000 -1.857953765505686E+000
     -7.605530013437841E-001 2.884693904141763E-002 1.015000000000000E+005
     4.007500000000000E+002 4.047865812093848E+005 8.787342882319165E-001
     7.040610974881252E+003 1.020296657998043E+003 7.320694742381886E+002
     2.495321272613849E-003 9.852216748768473E-006 8.657480672235630E-006
     -2.192724362400290E-003 -9.048810371547046E-001 -1.257455525439491E+001
     -9.049876453932547E-001 -7.921795331771692E-001 -1.407071910413249E+000
     -5.759846043747282E-001 2.884693904141763E-002
 2.000000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.020000000000000E+005 2.995064921068120E+002 3.020000000000002E+005
     1.158400726138891E+000 6.749323576728483E+003 1.011518936774625E+003
     7.232917530147706E+002 3.338825789603831E-003 1.158400726138891E-005
     -3.867698219128333E-003 -1.192868953160362E+000 -1.657653983990242E+001
     -1.193009490593125E+000 -1.044299009102294E+000 -1.854887358534671E+000
     -7.592977682650903E-001 2.884693904141763E-002 1.020000000000000E+005
     4.010000000000000E+002 4.050416593341298E+005 8.825124905202986E-001
     7.039830925651569E+003 1.020328348119945E+003 7.321011643600900E+002
     2.493765586034913E-003 9.803921568627451E-006 8.652083240395084E-006
     -2.200779278105483E-003 -9.087716598959321E-001 -1.262862075983129E+001
     -9.088787265068210E-001 -7.955855850009596E-001 -1.413121750943016E+000
     -5.784611053824448E-001 2.884693904141763E-002
 2.500000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.025000000000000E+005 3.000007923437156E+002 3.025000000000001E+005
     1.156492072002059E+000 6.750991613546833E+003 1.011543038066579E+003
     7.233158543067248E+002 3.333324529537524E-003 1.156492072002059E-005
     -3.854963391820138E-003 -1.190903506997585E+000 -1.654922728680584E+001
     -1.191043812872005E+000 -1.042578356154798E+000 -1.851831129070775E+000
     -7.580467013468943E-001 2.884693904141763E-002 1.025000000000000E+005
     4.012500000000000E+002 4.052967453875237E+005 8.862859847684460E-001
     7.039057425571104E+003 1.020360087187704E+003 7.321329034278497E+002
     2.492211838006231E-003 9.756097560975609E-006 8.646692534326303E-006
     -2.208812423098931E-003 -9.126574345091332E-001 -1.268261889392134E+001
     -9.127649589211804E-001 -7.989873925234119E-001 -1.419164052730690E+000
     -5.809345204075973E-001 2.884693904141763E-002
 3.000000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.030000000000000E+005 3.004950807636894E+002 3.030000000000001E+005
     1.154589742561159E+000 6.752656904296267E+003 1.011567302102877E+003
     7.233401183430219E+002 3.327841498964185E-003 1.154589742561159E-005
     -3.842291659573401E-003 -1.188944573722141E+000 -1.652200523915503E+001
     -1.189084648805532E+000 -1.040863404924804E+000 -1.848785027016390E+000
     -7.567997800817513E-001 2.884693904141763E-002 1.030000000000000E+005
     4.015000000000000E+002 4.055518393818007E+005 8.900547797709544E-001
     7.038290407733424E+003 1.020391875182014E+003 7.321646914221592E+002
     2.490660024906600E-003 9.708737864077670E-006 8.641308541465576E-006
     -2.216823859952564E-003 -9.165383700505870E-001 -1.273654978251439E+001
     -9.166463516936789E-001 -8.023849636728601E-001 -1.425198829858604E+000
     -5.834048552147858E-001 2.884693904141763E-002
 3.500000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.035000000000000E+005 3.009893572876601E+002 3.035000000000001E+005
     1.152693706735481E+000 6.754319458069111E+003 1.011591729367398E+003
     7.233645456075437E+002 3.322376608300754E-003 1.152693706735481E-005
     -3.829682607793451E-003 -1.186992121328512E+000 -1.649487325218968E+001
     -1.187131966384416E+000 -1.039154127393032E+000 -1.845749002603575E+000
     -7.555569840971641E-001 2.884693904141763E-002 1.035000000000000E+005
     4.017500000000000E+002 4.058069413291903E+005 8.938188843005286E-001
     7.037529806210424E+003 1.020423712083436E+003 7.321965283235813E+002
     2.489110143123833E-003 9.661835748792271E-006 8.635931249280470E-006
     -2.224813651028074E-003 -9.204144755540300E-001 -1.279041355114653E+001
     -9.205229138591174E-001 -8.057783063579029E-001 -1.431226096374037E+000
     -5.858721155542613E-001 2.884693904141763E-002
 4.000000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.040000000000000E+005 3.014836218363305E+002 3.040000000000002E+005
     1.150803933648490E+000 6.755979283913051E+003 1.011616320339873E+003
     7.233891365800187E+002 3.316929768552669E-003 1.150803933648490E-005
     -3.817135825286187E-003 -1.185046118021433E+000 -1.646783088407128E+001
     -1.185185733809647E+000 -1.037450495724265E+000 -1.842723006391330E+000
     -7.543182931544691E-001 2.884693904141763E-002 1.040000000000000E+005
     4.020000000000000E+002 4.060620512419165E+005 8.975783071080512E-001
     7.036775556033453E+003 1.020455597872407E+003 7.322284141125524E+002
     2.487562189054726E-003 9.615384615384616E-006 8.630560645269724E-006
     -2.232781858477740E-003 -9.242857600307275E-001 -1.284421032504156E+001
     -9.243946544298229E-001 -8.091674284674670E-001 -1.437245866289327E+000
     -5.883363071619715E-001 2.884693904141763E-002
 4.500000000000000E-002 1.000000000000000E+000 0.000000000000000E+000
     3.045000000000000E+005 3.019778743301813E+002 3.045000000000001E+005
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