Error when applying springs to bridge structure

Hello!
Currently new to SOFiSTiK. I have created a bridge with a double T-beam cross section and supports springs in the vertical direction at different spans. A line load of 99 kN/m is also applied. However, when running the analysis, I get an error that says “Very big displacement in instabilitycheck-LC 1001… at node 1 ! → WINGRAF u+phi”. Any suggestions on how I can solve this issue?

This is my code imported to Teddy
PROG AQUA urs:1
HEAD System
UNIT 0
NORM ‘NS’ ‘en199x-200x-bridge’ COUN 47 CAT ‘D’ SNOW ‘1’ UNIT 0
CONC 1 C ‘40’ TYPR B TITL “=C 40/50 (EN 1992)”
SSLA EPS SERV SIG 1.500000[-] TYPE LIM
SSLA EPS ULTI SIG 1.500000[-] TYPE LIM
SSLA EPS CALC SIG -1.500000[-] TYPE LIM
HMAT 1 TYPE FOUR NSP 0.030000 A 1
STEE 2 B ‘500B’ TMAX 32 TITL “=B 500 B (EN 1992)”
SSLA EPS SERV SIG 1.150000[-] TYPE EXT
SSLA EPS ULTI SIG -1.150000[-] TYPE EXT
SSLA EPS CALC SIG -1.150000[-] TYPE EXT
HMAT 2 TYPE FOUR NSP 0 A 1
STEE 3 S ‘355’ TITL “=S 355 (EN 1993)”
SSLA EPS SERV SIG 1.100000[-] TYPE EXT
SSLA EPS ULTI SIG 1.100000[-] TYPE EXT
HMAT 3 TYPE FOUR NSP 0 A 1
CTRL
CTRL RFCS 1
CTRL FACE -1
CTRL REFD 0
CTRL STYP FEM
CTRL SCUT 17
CTRL PLAS 1
SECT 1 MNO 1 MRF 2 FSYM NONE BTYP BEAM TITL “T-beam”
SV IT 100[o/o]
LAY 1 TYPE MIN MRF 2
LAY 2 TYPE MIN MRF 2
LAY 3 TYPE MIN MRF 2
LAY 4 TYPE MIN MRF 2
POLY TYPE O MNO 1
VERT ‘0100’ Y -3.300000 Z 0 EXP 1
VERT ‘0101’ Y 3.300000 Z 0 EXP 1
VERT ‘0102’ Y 3.300000 Z 0.350000 EXP 1
VERT ‘0103’ Y 1.800000 Z 0.350000 EXP 1
VERT ‘0104’ Y 1.800000 Z 2.850000 EXP 1
VERT ‘0105’ Y 0.900000 Z 2.850000 EXP 1
VERT ‘0106’ Y 0.900000 Z 0.350000 EXP 1
VERT ‘0107’ Y -0.900000 Z 0.350000 EXP 1
VERT ‘0108’ Y -0.900000 Z 2.850000 EXP 1
VERT ‘0109’ Y -1.800000 Z 2.850000 EXP 1
VERT ‘0110’ Y -1.800000 Z 0.350000 EXP 1
VERT ‘0111’ Y -3.300000 Z 0.350000 EXP 1
VERT ‘0100’ Y -3.300000 Z 0 EXP 1
CUT ‘ZS’ ZB ‘S’ NS 0 MS 0 MNO 1 MRF 2 LAY 1 TYPE WEB VYFK 0 INCL 90
CTRL
CTRL RFCS 1
CTRL FACE -1
CTRL REFD 0
CTRL STYP FEM
CTRL SCUT 17
CTRL PLAS 1
SECT 2 MNO 1 MRF 2 FSYM NONE BTYP BEAM TITL “T-Beam2”
SV IT 100[o/o]
LAY 1 TYPE MIN MRF 2
LAY 2 TYPE MIN MRF 2
LAY 3 TYPE MIN MRF 2
LAY 4 TYPE MIN MRF 2
POLY TYPE O MNO 1
VERT ‘0100’ Y -3.300000 Z 0 EXP 1
VERT ‘0101’ Y 3.300000 Z 0 EXP 1
VERT ‘0102’ Y 3.300000 Z 0.350000 EXP 1
VERT ‘0103’ Y 1.800000 Z 0.350000 EXP 1
VERT ‘0104’ Y 1.800000 Z 2.850000 EXP 1
VERT ‘0105’ Y 0.900000 Z 2.850000 EXP 1
VERT ‘0106’ Y 0.900000 Z 0.350000 EXP 1
VERT ‘0107’ Y -0.900000 Z 0.350000 EXP 1
VERT ‘0108’ Y -0.900000 Z 2.850000 EXP 1
VERT ‘0109’ Y -1.800000 Z 2.850000 EXP 1
VERT ‘0110’ Y -1.800000 Z 0.350000 EXP 1
VERT ‘0111’ Y -3.300000 Z 0.350000 EXP 1
VERT ‘0100’ Y -3.300000 Z 0 EXP 1
LRF ‘0300’ YB -1.750000 ZB 2.800000 YE -0.950000 ZE 2.800000 AS 7.540000[cm2/m] LAY M1 TORS PASS D 12 A 0.150000 DIST EVEN
LRF ‘0400’ YB -0.950000 ZB 2.800000 YE -0.950000 ZE 0.350000 AS 7.540000[cm2/m] LAY M1 TORS PASS D 12 A 0.150000 DIST EVEN
LRF ‘0900’ YB -1.750000 ZB 0.350000 YE -1.750000 ZE 2.800000 AS 7.540000[cm2/m] LAY M1 TORS PASS D 12 A 0.150000 DIST EVEN
LRF ‘1100’ YB 0.950000 ZB 0.350000 YE 0.950000 ZE 2.800000 AS 7.540000[cm2/m] LAY M1 TORS PASS D 12 A 0.150000 DIST EVEN
LRF ‘1200’ YB 0.950000 ZB 2.800000 YE 1.750000 ZE 2.800000 AS 7.540000[cm2/m] LAY M1 TORS PASS D 12 A 0.150000 DIST EVEN
LRF ‘1300’ YB 1.750000 ZB 2.800000 YE 1.750000 ZE 0.350000 AS 7.540000[cm2/m] LAY M1 TORS PASS D 12 A 0.150000 DIST EVEN
LRF ‘1500’ YB 3.250000 ZB 0.050000 YE -3.250000 ZE 0.050000 AS 7.540000[cm2/m] LAY M1 TORS PASS D 12 A 0.150000 DIST EVEN
CUT ‘ZS’ ZB ‘S’ NS 0 MS 0 MNO 1 MRF 2 LAY 1 TYPE WEB VYFK 0 INCL 90
END
$ Exported by SOFIMSHC Version 24.02-70
PROG SOFIMSHC urs:2
HEAD System
UNIT 0
SYST SPAC GDIV 10000 GDIR NEGZ
CTRL TOPO 0
CTRL TOLG VAL 0.010000[m]
CTRL DELN 1
CTRL MESH 1
CTRL NODE 1
CTRL EDRL 1
CTRL HMIN VAL 1[m]
CTRL FINE VAL -0.325000
CTRL PROG VAL 1.238000
CTRL EFAC VAL 1.398600

GAX ‘AXIS’ TYPC AXIS TITL “AXIS”
GAXA S 0.0 X 0.0 0.0 SX 1.00000 0.0
GAXA L 185.000 R 0.0 RA 0.0 RE 0.0
GAXP ‘AXIS’ IDS 0 S 0.0 TYPE ‘S’ IDP ‘P1’
GAXP ‘AXIS’ IDS 0 S 75.0000 TYPE ‘S’ IDP ‘P3’
GAXP ‘AXIS’ IDS 0 S 110.000 TYPE ‘S’ IDP ‘P4’
GAXP ‘AXIS’ IDS 0 S 185.000 TYPE ‘S’ IDP ‘P6’
GAXP ‘AXIS’ IDS 0 S 135.000 TYPE ‘S’ IDP ‘P5’
GAXP ‘AXIS’ IDS 0 S 25.0000 TYPE ‘S’ IDP ‘P2’
SPT 1 X 0.0 0.0 0.0 FIX LPYMX NX 0 0 -1 SX 1 0 0 TITL “Point”
SPTS NO 1 TYPE ‘NCZZ’ CP 250000 GRP 50 AR 1
SPT 2 X 25.0000 0.0 0.0 FIX LPY NX 0 0 -1 SX 1 0 0 TITL “Point”
SPTS NO 2 TYPE ‘NCZZ’ CP 250000 GRP 50 AR 1
SPT 3 X 75.0000 0.0 0.0 FIX LPY NX 0 0 -1 SX 1 0 0 TITL “Point”
SPTS NO 3 TYPE ‘NCZZ’ CP 250000 GRP 50 AR 1
SPT 4 X 110.000 0.0 0.0 FIX LPY NX 0 0 -1 SX 1 0 0 TITL “Point”
SPTS NO 4 TYPE ‘NCZZ’ CP 250000 GRP 50 AR 1
SPT 5 X 135.000 0.0 0.0 FIX LPY NX 0 0 -1 SX 1 0 0 TITL “Point”
SPTS NO 5 TYPE ‘NCZZ’ CP 250000 GRP 50 AR 1
SPT 6 X 185.000 0.0 0.0 FIX LPY NX 0 0 -1 SX 1 0 0 TITL “Point”
SPTS NO 6 TYPE ‘NCZZ’ CP 250000 GRP 50 AR 1
SLN 1 NPA 1 2 REF ‘AXIS’ GRP 1 STYP ‘N’ SNO 2 DRX 0 0 -1
SLN 2 NPA 2 3 REF ‘AXIS’ GRP 1 STYP ‘N’ SNO 2 DRX 0 0 -1
SLN 3 NPA 3 4 REF ‘AXIS’ GRP 1 STYP ‘N’ SNO 2 DRX 0 0 -1
SLN 4 NPA 4 5 REF ‘AXIS’ GRP 1 STYP ‘N’ SNO 2 DRX 0 0 -1
SLN 5 NPA 5 6 REF ‘AXIS’ GRP 1 STYP ‘N’ SNO 2 DRX 0 0 -1
SLN 6 NPA 1 2 REF ‘AXIS’
SLNS GRP 1 KR ‘LOCZ’

!*!Structure Line for dynamic loading
$ create a dummy structure line number 1 to be selected later on in
$ module DYNA for the command CONT
SLN 201 NPA 1 NPE 6 GRP 99

END
$ Exported by SOFILOAD Version 17.20-70
PROG SOFILOAD urs:3
HEAD EXPORT FROM DATABASE
UNIT TYPE 0
ACT ‘C’ GAMU 1 1 PSI0 1 1 1 1 PART ‘P’ SUP PERM TITL “creep + shrinkage”
ACT ‘P’ GAMU 1.100000 0.900000 PSI0 1 1 1 1 PART ‘P’ SUP PERM TITL “prestressing”
ACT ‘Q’ GAMU 1.500000 0 PSI0 0.700000 0.600000 0.500000 0.800000 PART ‘Q’ SUP PERM TITL “Additioanl loads”
ACT ‘T’ GAMU 1.200000 0 PSI0 0.600000 0.600000 0.500000 1 PART ‘Q’ SUP EXCL TITL “temperature loading”
ACT ‘G_1’ GAMU 1.350000 1 PSI0 1 1 1 1 PART ‘G’ SUP PERM TITL “dead load g1”
ACT ‘G_2’ GAMU 1.350000 1 PSI0 1 1 1 1 PART ‘G’ SUP PERM TITL “dead load g2”
END
$ Exported by SOFILOAD Version 17.20-70
PROG SOFILOAD urs:4
HEAD EXPORT FROM DATABASE
UNIT TYPE 0
LC 1 ‘Q’ 1 TITL “Additional loads”
LINE SLN ‘1’ WIDE 0 TYPE PG P1 99 0 0 0 P2 99 25 0 0
LINE SLN ‘2’ WIDE 0 TYPE PG P1 99 25 0 0 P2 99 75 0 0
LINE SLN ‘3’ WIDE 0 TYPE PG P1 99 75 0 0 P2 99 110 0 0
LINE SLN ‘4’ WIDE 0 TYPE PG P1 99 110 0 0 P2 99 135 0 0
LINE SLN ‘5’ WIDE 0 TYPE PG P1 99 135 0 0 P2 99 185 0 0
END

+PROG ASE urs:9 $ Linear Analysis
HEAD Calculation of forces and moments
PAGE UNII 0
CTRL OPT WARP VAL 0
LC ALL
END
+PROG WING urs:9.1 $ Graphical Output
HEAD Graphical Output
PAGE UNII 0
CTRL EMPT YES $ create empty pages if results not available
CTRL WARN (800 802 1) $ no warnings if no values found
CTRL WARN (804 808 1) $ no warnings if no values found
CTRL WARN 873 $ no warning for 2D visibility
#define SCHR=0.2
SCHH H6 0.2
#define FILL=-
#define FILLI=-
#define FILLC=-
#define SCHRI=-
#define SCHRC=-
SIZ2 SPLI PICT
SIZE -URS SC 0 SPLI 2x1 MARG NO FORM STAN
VIEW EG3
LC 1 DESI 1
LOAD TYPE ALL
NODE TYPE SV SCHH YES
DEFO TYPE FULL FAC DEFA LC CURR; STRU NUME 0 0; DEFO NO
BEAM TYPE MY
BEAM TYPE VZ
BEAM TYPE N
END

Hello,
load case 1001 - 1006 show it clearly: In LC 1001 the system is displaceable, in all other load cases it is stable and a large amplitude in System Visualization is required for deformations to be displayed.
So simply add a further support condition in global X-direction.

Best regards,
Jost