📄 helix145.nec
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CM 1\4 lamda GP with helix L in the feeding point
CE
GW 1 1 -.01319 .005172 .026293 -.012414 -.005172 .029655 .001
GW 2 1 -.012414 -.005172 .029655 -.004914 -.012414 .032931 .001
GW 3 1 -.004914 -.012414 .032931 .004914 -.01319 .037845 .001
GW 4 1 .004914 -.012414 .003276 .01319 -.005172 .00819 .001
GW 5 1 .01319 -.005172 .00819 .01319 .005172 .01319 .001
GW 6 1 .01319 .005172 .01319 .004914 .012414 .018103 .001
GW 7 1 .004914 .012414 .018103 -.004914 .012414 .021379 .001
GW 8 1 -.004914 .012414 .021379 -.01319 .005172 .026293 .001
GW 9 1 -.011552 .005172 .062586 -.011552 -.005172 .0675 .001
GW 10 1 -.011552 -.005172 .0675 -.004914 -.012414 .074052 .001
GW 11 1 -.004914 -.012414 .074052 .004914 -.012414 .078966 .001
GW 12 1 .004914 -.01319 .037845 .011552 -.005172 .042759 .001
GW 13 1 .011552 -.005172 .042759 .011552 .005172 .047759 .001
GW 14 1 .011552 .005172 .047759 .004914 .012414 .052672 .001
GW 15 1 .004914 .012414 .052672 -.004914 .012414 .057586 .001
GW 16 1 -.004914 .012414 .057586 -.011552 .005172 .062586 .001
GW 17 1 0.0 0.0 0.0 .004914 -.012414 .003276 .001
GW 18 1 .004914 -.012414 .078966 .01 -.005 .085 .001
GW 19 1 .01 -.005 .085 0.0 0.0 .09 .001
sy len=.446
GW 20 21 0.0 0.0 .09 0.0 0.0 len .001
GE 1
LD 5 0 0 0 25000000
GN 3 0 0 0 13 0.005 0.0 0.0
FR 0 1 0 0 435 1
EX 0 17 1 0 1.0 0.0
EN
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