We are pleased to report that the
There have been three types of nonlinear elements with diode types 1 and 2 and
* TABLE * NUMBER * TABLE 1 * ID * NO_DATA * 1 34 * CURRENT * VOLTAGE * -0.0016 150.560517 -0.0008 70.560517 -0.0004 30.560517 -0.0002 10.560517 -0.0001 0.560517 -0.00009 0.230259 -0.00008 0.160944 -0.00007 0.120397 -0.00006 0.091629 -0.00005 0.069315 -0.00004 0.051083 -0.00003 0.035667 -0.00002 0.022314 -0.00001 0.010536 0 0.000000 0.01 -0.461512 0.02 -0.530330 0.03 -0.570711 0.04 -0.599396 0.05 -0.621661 0.06 -0.639859 0.07 -0.655251 0.08 -0.668586 0.09 -0.680351 0.1 -0.690875 0.2 -0.760140 0.3 -0.800670 0.4 -0.829430 0.5 -0.851739 0.6 -0.869968 0.7 -0.885381 0.8 -0.898732 0.9 -0.910509 1.0 -0.921044 * TAB * ID * NODE1 * NODE2 * TABLE_ID * TAB 4 1 4 1
Fig.1 Nonlinear Element Input (Table)
* DIODE * ID * NODE1 * NODE2 * V0 * I0 * D2 4 1 4 0.1 0.0001
Fig.2 Nonlinear Element Input (Diode Type 2)
* EQ * ID * NODE1 * NODE2 * EQ 4 1 4 * FUNCTION V(I), I(A), V(V) * V0=0.1; I0=0.1e-3; IL=I0*(-0.99); [I <= IL] V1(I)=-V0*( (I-IL)/(IL+I0) +log((IL+I0)/I0) ); [IL < I] V2(I)=-V0* log((I+I0)/I0 ); V(I)=V1(I)+V2(I);;
Fig.3 Nonlinear Element Input (Formula)
In the above plunger motion analysis, Figs. 4 and 5 show the time variation of current and voltage when the analysis is performed using the formula input and table input. The results almost overlap. Note that the negative voltage is assumed to be in the forward direction. The changes in plunger position are almost identical.
・ input_Table.txt : Table input
・ input_D2.txt : Diode input
・ input_EQ.txt : Mathematical equation input
・ pre_geom2D.neu : Mesh file
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