#1 char Aclass(3,11) Atrajectory 1.1 char name(34,19) Time resistor.R resistor.T_ref resistor.alpha resistor.v resistor.i resistor.p.v resistor.p.i resistor.n.v resistor.n.i resistor.T resistor.LossPower resistor.T_heatPort resistor.R_actual inductor.v inductor.i inductor.der(i) inductor.p.v inductor.p.i inductor.n.v inductor.n.i inductor.L ground.p.v ground.p.i signalVoltage.p.v signalVoltage.p.i signalVoltage.n.v signalVoltage.n.i signalVoltage.v signalVoltage.i step.height step.y step.offset step.startTime char description(34,90) Time in [s] Resistance at temperature T_ref [Ohm] Reference temperature [K|degC] Temperature coefficient of resistance (R_actual = R*(1 + alpha*(T_heatPort - T_ref)) [1/K] Voltage drop between the two pins (= p.v - n.v) [V] Current flowing from pin p to pin n [A] Potential at the pin [V] Current flowing into the pin [A] Potential at the pin [V] Current flowing into the pin [A] Fixed device temperature if useHeatPort = false [K|degC] Loss power leaving component via heatPort [W] Temperature of heatPort [K|degC] Actual resistance = R*(1 + alpha*(T_heatPort - T_ref)) [Ohm] Voltage drop between the two pins (= p.v - n.v) [V] Current flowing from pin p to pin n [A] der(Current flowing from pin p to pin n) [A/s] Potential at the pin [V] Current flowing into the pin [A] Potential at the pin [V] Current flowing into the pin [A] Inductance [H] Potential at the pin [V] Current flowing into the pin [A] Potential at the pin [V] Current flowing into the pin [A] Potential at the pin [V] Current flowing into the pin [A] Voltage between pin p and n (= p.v - n.v) as input signal [V] Current flowing from pin p to pin n [A] Height of step Connector of Real output signal [V] Offset of output signal y Output y = offset for time < startTime [s] # 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(34,4) 0 1 0 -1 # Time 1 2 0 0 # resistor.R 1 3 0 0 # resistor.T_ref 1 4 0 0 # resistor.alpha 2 2 0 -1 # resistor.v 2 6 0 -1 # resistor.i 2 3 0 -1 # resistor.p.v 2 6 0 -1 # resistor.p.i 2 4 0 -1 # resistor.n.v 2 -6 0 -1 # resistor.n.i 1 5 0 0 # resistor.T 2 5 0 -1 # resistor.LossPower 1 5 0 0 # resistor.T_heatPort 1 6 0 0 # resistor.R_actual 2 4 0 -1 # inductor.v 2 6 0 -1 # inductor.i 2 7 0 -1 # inductor.der(i) 2 4 0 -1 # inductor.p.v 2 6 0 -1 # inductor.p.i 1 7 0 0 # inductor.n.v 2 -6 0 -1 # inductor.n.i 1 8 0 0 # inductor.L 1 9 0 0 # ground.p.v 1 10 0 0 # ground.p.i 2 3 0 -1 # signalVoltage.p.v 2 -6 0 -1 # signalVoltage.p.i 1 11 0 0 # signalVoltage.n.v 2 6 0 -1 # signalVoltage.n.i 2 3 0 -1 # signalVoltage.v 2 -6 0 -1 # signalVoltage.i 1 12 0 0 # step.height 2 3 0 -1 # step.y 1 13 0 0 # step.offset 1 14 0 0 # step.startTime float data_1(2,14) 0 2 3.0014999E+002 0 3.0014999E+002 2 0 1.0000000E-003 0 0 0 1 0 3.0000000E-003 9.9999998E-003 2 3.0014999E+002 0 3.0014999E+002 2 0 1.0000000E-003 0 0 0 1 0 3.0000000E-003 float data_2(503,7) 0.0000000E+000 2.0000000E+000 0.0000000E+000 -2.0000000E+000 2.0000000E+000 1.0000000E+000 -2.0000000E+003 1.9999999E-005 1.9215747E+000 0.0000000E+000 -1.9215747E+000 1.8462248E+000 9.6078736E-001 -1.9215747E+003 3.9999999E-005 1.8462006E+000 0.0000000E+000 -1.8462006E+000 1.7042283E+000 9.2310029E-001 -1.8462006E+003 5.9999998E-005 1.7737728E+000 0.0000000E+000 -1.7737728E+000 1.5731350E+000 8.8688642E-001 -1.7737728E+003 7.9999998E-005 1.7041838E+000 0.0000000E+000 -1.7041838E+000 1.4521213E+000 8.5209191E-001 -1.7041838E+003 9.9999997E-005 1.6373240E+000 0.0000000E+000 -1.6373240E+000 1.3404149E+000 8.1866199E-001 -1.6373240E+003 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