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ATPDraw运行时的error. log 如下:
* b1 @% E( w" q+ i# c9 w: I: H/ g
5 M2 p- q, ^, c' _8 k
Z& @; ~' s5 d" _4 K5 l3 l3 u3 b+++/// Caution. Disconnected subnetwork. During the Y-matrix elimination for phasor voltages, a near-zero diagonal element
" c& J7 N F$ @( J* r for node "XX0013" exists just prior to reciprocation. Statistics follow: Original ABS(Ykk) = 0.00000000E+00,
! Q* k7 t( g1 S/ o1 Q questionable value = 0.00000000E+00, tolerance ratio TOLMAT = 1.00000000E-08 . The node in question might be8 P0 z1 X( q3 L/ m5 w
connected to other nodes, forming a subnetwork, but that subnetwork has no, or only very weak, paths to ground or
: _8 ?) v- n: S4 I& ^7 j4 | to any other known voltage node of the steady-state network. The solution voltages for this isolated subnetwork8 i; Z* |9 h, F1 ~7 k/ n5 K+ t
will now be set to zero, as the solution continues.4 |+ Y8 X- n7 S/ @. W, S# q
+++/// Caution. Disconnected subnetwork. During the Y-matrix elimination for phasor voltages, a near-zero diagonal element6 J; Q Q" S- W1 R" y
for node "XX0003" exists just prior to reciprocation. Statistics follow: Original ABS(Ykk) = 0.00000000E+00,3 n: `6 D, K) \" u j; {6 d; X
questionable value = 0.00000000E+00, tolerance ratio TOLMAT = 1.00000000E-08 . The node in question might be ?, B8 s- l& m P
connected to other nodes, forming a subnetwork, but that subnetwork has no, or only very weak, paths to ground or( l6 L& a# O0 ?1 y' T8 H) Y
to any other known voltage node of the steady-state network. The solution voltages for this isolated subnetwork
& u" b: A2 D) _9 v7 k will now be set to zero, as the solution continues.
6 E* X8 [2 K. ]) a
$ O9 k) M* F- \ F2 q: K M
' [/ \! W' L) t+ M' G# a$ ^8 d: Y# A$ \8 T; \- L6 d
有没有高手遇见过这样的问题呀 这里我仿真的是电弧模型 |