
HB HB1[1] <powerampdg:HB1Tone:schematic>
    Number of tones:   1.
    Number of frequencies:   6.
    Number of time samples:  32.
    Number of HB equations (HB problem size): 693.
    Number of SS/noise equations (SS/noise problem size): 1386.
    Auto mode: on.
    Convergence mode: Auto.
    Linear solver: direct.
------------------------------------------------------------------------------
Newton solver:					
Iter	KCL residual	Damp %	Sol update
------------------------------------------------------------------------------
0.0*	57.7184 mA  	100.0             
1.0 	2.33852 mA  	100.0             
1.1 	234.195 uA  	100.0             
1.2 	22.4827 uA  	100.0             
1.3 	2.13666 uA  	100.0             
1.4 	182.315 nA  	100.0             
1.5 	15.9335 nA  	100.0             
1.6 	1.35183 nA  	100.0             
1.7 	116.73 pA   	100.0             
1.8 	9.97614 pA  	100.0             
1.9 	859.145 fA  	100.0	5.52182 pV   
.An HB truncation error may be present.
o The HB truncation error is due to using a finite order 
  (number of harmonics) in the representation of the
  circuit signals.

Waveform                Trunc error             Tolerance
---------------------------------------------------------
X1.HPMOS1.d             3.097e-04       >       2.476e-06
X1.HPMOS1.Vdsm          3.030e-04       >       2.461e-06
X1.HPMOS1.g             4.556e-05       >       1.233e-06
X1.HPMOS1.Vgsm          4.209e-05       >       1.205e-06
X1.HPMOS1.s             2.815e-06       >       1.041e-06

o Number of waveforms violating the HB truncation error check:
        5 out of 5 waveforms.
o Estimated max HB truncation error: 3.097e-04 @ waveform X1.HPMOS1.d .
o The maximal HB truncation error estimate is greater than the 
  achieved tolerance of 2.476e-06 for this waveform.
o A time-domain plot of the X1.L4.i waveform may show the error as 
  Gibbs ripples.
o To reduce the error, increase the order (number of harmonics) 
  and re-simulate.

Resource usage:
  Total stopwatch time     =     1.78 seconds.

