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Monte Carlo Analysis<br />

Input/Output Samples<br />

.<br />

. **********************************************************<br />

. *** ***<br />

. *** Monte Carlo Analysis ***<br />

. *** ***<br />

. **********************************************************<br />

.<br />

.<br />

. ...<br />

.<br />

. ==> Input Sample File (test.mci)<br />

.<br />

. ==> Dimensions:<br />

. Simulations : 1000<br />

. Random Variables : 51<br />

. Output Measures : 3<br />

.<br />

. ==> Parameters:<br />

. Design : standard Monte Carlo (pseudo-random generator)<br />

.<br />

.<br />

. ==> List of Random Variables:<br />

. Index Mean Std. Index Name<br />

. of Var Distrib Value Deviation of Ref Var / Ref<br />

. ------------------------------------------------------------------------------<br />

. 1 Gaussian 1.90000e-08 2.92115e-11 0 EM(XM16.M1,TOX)<br />

. 2 Gaussian -3.73283e-01 -1.01878e-03 0 EM(XM16.M1,VTH0)<br />

. 3 Gaussian 1.38761e+02 8.35592e-01 0 EM(XM16.M1,U0)<br />

. 4 Gaussian 1.90000e-08 7.13135e-11 0 EM(XM17.M1,TOX)<br />

...<br />

. 49 Gaussian 1.90000e-08 4.91192e-11 0 EM(XM10.M1,TOX)<br />

. 50 Gaussian 3.32200e-01 7.29079e-04 0 EM(XM10.M1,VTH0)<br />

. 51 Gaussian 3.88320e+02 1.58357e+00 0 EM(XM10.M1,U0)<br />

.<br />

A list of random variables is also printed and contains the following informations:<br />

• The type of the distribution and the parameters of this distribution are provided for each<br />

X i , the i-th input variable (mean value, standard deviation, half-range, ...).<br />

• The column “Index of Ref” contains integer values that refer to the “Index of Var”<br />

column. A positive integer k > 0 in this column, indicates that this variable is associated<br />

to local variations of a device and that the effective value is composed by summing the<br />

value of the k-th variable with global variations and the value of the i-th variable with<br />

independent and local variations.<br />

A zero value k = 0 in this column indicates the i-th variable has no local variations.<br />

For instance, with the example given in section Local and Global Variations, there is one<br />

global threshold voltage V th, glob that affects all transistors equally and 100 local<br />

Eldo® User's Manual, 15.3 505

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