!   TITLE:  retainer_od_race.parm (AAAV)
!
!---------------------------------------------------------------------------
!       Rev -   10/31/2002      D. Edwards
!---------------------------------------------------------------------------
!
!   Analysis of upper azimuth bearing retainer to determine proper clearance
!   and thickness to achieve desired preload on outer DT bearing races.
!
!   Assembly: CU01715097 prototype machined and sleeved to use DT bearings.
!
!---------------------- a.) Title and Units Declaration --------------------
!
/title,Upper Azimuth Bearing DT Bearing Retainer
!
/units,bin
!
!--------------------- b.) Part Name Selection Variable --------------------
!
name='ring'
arry_nam='ring'
!
!--------------------------- c.) Model C.S. Names --------------------------
!
ct_name='CS_0'          ! cartesian
cyl_name='CS_1'         ! cylindrical
sph_name='CS_2'         ! spherical
!
!----------------------- d.) Material and Element Type ---------------------
!
! Material Properties
mat_select,'c416'
!
et,1,plane42,0,0,1      ! Axisymmetric

et,2,contac52,,,1,0     ! Bearing race contact - no gap
et,3,contac52,,,1,1     ! Sleeve interface with gap based on geomtery
mp,MU,2,0

!KN, GAP, START, KS, REDFACT, NX, NY, NZ
r,2,1e8,0
!
!--------------------------- e.) Model Parameters --------------------------
!
Tbolt=15                ! [in-lb] Screw torque
gapS=.005               ! Gap size between retainer ring and sleeve


r1=1.950
r2=2.470
r3=1.840

ri=2.242                ! Annular area for applied pressure
ro=2.393

t1=.200-.070
t2=.187-.070

Fi=Tbolt/.2/.138        ! [lb] Screw tension
Nbolt=16                ! Number of bolts
Ft=Fi*Nbolt             ! Total load on retainer ring
At=pi*(ro*ro-ri*ri)     ! Area of applied pressure

Pt=Ft/At                    ! Contact pressure on annulus about screws
!
!------------------------ f.) Model C.S. Coordinates -----------------------
!
acs=0                           ! active coordinate system
!
xc=0                            ! x coordinate center
yc=0                            ! y coordinate center
zc=0                            ! z coordinate center
!
rotxyc=0                        ! xy rotation
rotyzc=0                        ! yz rotation
rotzxc=0                        ! zx rotation
!
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