• INL calculation from transient ramp:

(((abs(value(SIGNAL T_SAMPLE ?period T_PERIOD ?xName "cycle")) - (((ymax(abs(value(SIGNAL T_SAMPLE ?period T_PERIOD ?xName "cycle"))) - ymin(abs(value(SIGNAL T_SAMPLE ?period T_PERIOD ?xName "cycle")))) * (xval(abs(value(SIGNAL T_SAMPLE ?period T_PERIOD ?xName "cycle"))) - 1)) / No_of_STATES)) + ymin(abs(value(SIGNAL T_SAMPLE ?period T_PERIOD ?xName "cycle")))) / ((ymax(abs(value(SIGNAL T_SAMPLE ?period T_PERIOD ?xName "cycle"))) - ymin(abs(value(SIGNAL T_SAMPLE ?period T_PERIOD ?xName "cycle")))) / No_of_STATES))

• DNL calculation from transient ramp

((deriv(value(abs(SIGNAL) T_SAMPLE ?period T_PERIOD ?xName "cycle")) / ((ymax(value(abs(SIGNAL) T_SAMPLE ?period T_PERIOD ?xName "cycle")) - ymin(value(abs(SIGNAL) T_SAMPLE ?period T_PERIOD ?xName "cycle"))) / No_of_STATES)) - 1)

Where:
SIGNAL - signal name, i.e. IT(“/R0/PLUS”) or VT(“/out_dac”)
T_SAMPLE - time of first sample
T_PERIOD - sampling period
No_of_STATES = 2^N-1 - number of DAC states (for 8 bit DAC it is 255)

• ENC in electrons

(rmsNoise(F_MIN F_MAX) / ((ymax(VT("OUTPUT_NODE")) - value(VT("OUTPUT_NODE") 0)) / pv("/INPUT_CHARGE" "value" ?result "variables")) / 1.602e-19)

• Charge gain

1e-15 * (ymax(VT("OUTPUT_NODE")) - VDC("OUTPUT_NODE")) / pv("/INPUT_CHARGE" "value" ?result "variables")

• Signal FWHM

(cross(((100 * ((- VT("OUTPUT_NODE")) + value(VT("OUTPUT_NODE") 0))) / ((- ymin(VT("OUTPUT_NODE"))) + value(VT("OUTPUT_NODE") 0))) 50 1 "falling" nil nil) - cross(((100 * ((- VT("OUTPUT_NODE")) + value(VT("OUTPUT_NODE") 0))) / ((- ymin(VT("OUTPUT_NODE"))) + value(VT("OUTPUT_NODE") 0))) 50 1 "rising" nil nil))

Where:
F_MIN, F_MAX - frequency range for noise simulation
OUTPUT_NODE - output node of CSA
INPUT_CHARGE - variable containing input charge value

• Gain–Bandwidth Product

bandwidth(VF("/out_ac") dB20(abs(value(VF("/out_ac") 0))) "low")

cross(dB20(VF("/out_ac")) 0 1 "either" nil nil)