Hello,
I have noticed when running random vibration (and sine frequency response) that if you use the SPCD method of base excitation with PARAM,RESVEC,ON, the responses are not scaled by the TABDMP1 frequency dependent damping card properly. They seem to look at only the first value of damping and apply it to all frequencies called for in the FREQi cards. Why is this the case?
I made a simple 2-DOF system with base excitation to demonstrate the issue. The picture shows the response of node 2 of the 2DOF system, with 4 different damping tables (TABDMP1). The input deck is below, and I would just change the TABDMP1 9999 card to match the damping I want.
In the attached .PNG file, I would expect Case 1 (red line) to have a response that matches the Case 3 (green lin) at 26 Hz, as it has 1% critical damping specified above 15 Hz. Similarly, I would expect Case 4 (blue dots) to match the Case 2 (yellow line) at the 26 Hz mode, as it has 7.5% critical damping specified above 15 Hz. Why is this?
Thanks,
Ryan Bolin
NASTRAN SYSTEM(319)=1
ID F44940,Femap
SOL SEMFREQ
CEND
TITLE = 2DOF system to investigate frequency dependent damping
ECHO = NONE
set 1 = 101,2,3
ACCELERATION(plot,phase,psdf) = 1
SPC = 2
FREQUENCY = 1
SDAMPING = 9999
METHOD = 1
SUBCASE 111
$ X-excitation
subtitle= Random Vibe Lateral (X)
DLOAD = 104
xydatagenerate,1,123,1,grid
$********************************************************************************
BEGIN BULK
$********************************************************************************
PARAM,PRGPST,NO
PARAM,OGEOM,NO
PARAM,AUTOSPC,NO
PARAM,GRDPNT,0
param,resvec,yes
param,maxratio,1.+8
$--------------------------------------------------------------------------------
$ VIBRATION PARAMETERS
$--------------------------------------------------------------------------------
FREQ1 1 1. 1. 199
FREQ4 1 1. 200. .1 3
EIGRL 1 200. MASS
$--------------------------------------------------------------------------------
TABDMP1 9999 CRIT +
+ 1. .075 15. .075 15.1 .075 2000. .075+
+ ENDT
$--------------------------------------------------------------------------------
$ SINE VIBRATION PARAMETERS
$--------------------------------------------------------------------------------
$ X-direction = 1g
TABLED1 11 LOG LOG
1.0 1. 2000. 1. ENDT
$--------------------------------------------------------------------------------
$ CONSTRAINTS AND LOADS
$--------------------------------------------------------------------------------
SPC1 2 123456 101
SPC1 2 23456 2 3
$-------2-------3-------4-------5-------6-------7-------8-------9-------10------
SPCD 102 101 1 386.4
RLOAD1 101 102 11 ACCE
DLOAD 104 1. 1. 101
$--------------------------------------------------------------------------------
$ FEM BULK MODEL DATA
$--------------------------------------------------------------------------------
$-- Stiffnesses and masses produce F1 = 9.8 Hz and F2 = 25.8 Hz theoretically
$-------2-------3-------4-------5-------6-------7-------8-------9-------10------
pbush 99 K 1.+5
$-------2-------3-------4-------5-------6-------7-------8-------9-------10------
grid 101 0 0. 0. 0. 0
grid 2 0 0. 0. 0. 0
grid 3 0 0. 0. 0. 0
$-------2-------3-------4-------5-------6-------7-------8-------9-------10------
cbush 1 99 101 2 0
cbush 2 99 2 3 0
$-------2-------3-------4-------5-------6-------7-------8-------9-------10------
conm2 3 2 10.
conm2 4 3 10.
ENDDATA