    0.24049485    6.85673858    0.00000000    0.22301850    7.35643306   -1.14960632    0.22301850    7.35643306    1.14960632    0.25797120    6.35704411    1.14960632    0.25797120    6.35704411   -1.14960632      1La1
    0.25283244    6.52155627    2.11898215    0.23535609    7.35204186    1.18005565    0.23535609    6.64154605    3.36673682    0.27030879    5.69107068    3.05790864    0.27030879    6.40156649    0.87122747      1Lb1
    0.28512925    5.54848088    4.03120748    0.26765290    6.62846386    3.39486948    0.26765290    5.27702054    5.25497157    0.30260560    4.46849791    4.66754547    0.30260560    5.81994123    2.80744338      1Lc1
    0.32504349    4.03202776    5.54961042    0.30756714    5.25579186    5.27815013    0.30756714    3.39568972    6.62959337    0.34251984    2.80826366    5.82107071    0.34251984    4.66836580    4.46962747      1Ld1
    0.35732927    2.12011122    6.52503217    0.33985292    3.36786589    6.64502201    0.33985292    1.18118469    7.35551771    0.37480562    0.87235655    6.40504233    0.37480562    3.05903775    5.69454662      1Le1
    0.36966004   -0.00000030    6.86125602    0.35218369    1.14960600    7.36095054    0.35218369   -1.14960665    7.36095044    0.38713639   -1.14960660    6.36156149    0.38713639    1.14960605    6.36156159      1Lf1
    0.35732926   -2.12011179    6.52503198    0.33985291   -1.18118533    7.35551761    0.33985291   -3.36786647    6.64502171    0.37480562   -3.05903825    5.69454636    0.37480562   -0.87235711    6.40504225      1Lg1
    0.32504348   -4.03202825    5.54961007    0.30756713   -3.39569030    6.62959307    0.30756713   -5.25579233    5.27814967    0.34251983   -4.66836619    4.46962706    0.34251983   -2.80826417    5.82107046      1Lh1
    0.28512924   -5.54848124    4.03120699    0.26765289   -5.27702100    5.25497111    0.26765289   -6.62846416    3.39486890    0.30260559   -5.81994147    2.80744288    0.30260559   -4.46849831    4.66754508      1Li1
    0.25283243   -6.52155645    2.11898157    0.23535608   -6.64154635    3.36673624    0.23535608   -7.35204196    1.18005501    0.27030878   -6.40156656    0.87122691    0.27030878   -5.69107095    3.05790814      1Lj1
    0.24049485   -6.85673858   -0.00000060    0.22301850   -7.35643316    1.14960568    0.22301850   -7.35643296   -1.14960697    0.25797120   -6.35704401   -1.14960688    0.25797120   -6.35704421    1.14960577      1Lk1
    0.25283244   -6.52155608   -2.11898272    0.23535609   -7.35204175   -1.18005629    0.23535609   -6.64154576   -3.36673740    0.27030879   -5.69107042   -3.05790914    0.27030879   -6.40156641   -0.87122803      1Ll1
    0.28512926   -5.54848053   -4.03120796    0.26765291   -6.62846356   -3.39487006    0.26765291   -5.27702008   -5.25497203    0.30260561   -4.46849750   -4.66754586    0.30260561   -5.81994098   -2.80744389      1Lm1
    0.32504350   -4.03202728   -5.54961077    0.30756715   -5.25579140   -5.27815059    0.30756715   -3.39568914   -6.62959366    0.34251985   -2.80826315   -5.82107095    0.34251985   -4.66836541   -4.46962788      1Ln1
    0.35732928   -2.12011065   -6.52503235    0.33985293   -3.36786530   -6.64502230    0.33985293   -1.18118404   -7.35551782    0.37480563   -0.87235599   -6.40504241    0.37480563   -3.05903725   -5.69454689      1Lo1
    0.36966004    0.00000090   -6.86125602    0.35218369   -1.14960536   -7.36095064    0.35218369    1.14960729   -7.36095034    0.38713639    1.14960716   -6.36156139    0.38713639   -1.14960549   -6.36156169      1Lp1
    0.35732926    2.12011236   -6.52503180    0.33985291    1.18118597   -7.35551751    0.33985291    3.36786705   -6.64502142    0.37480561    3.05903874   -5.69454609    0.37480561    0.87235767   -6.40504218      1Lq1
    0.32504347    4.03202873   -5.54960971    0.30756712    3.39569088   -6.62959277    0.30756712    5.25579279   -5.27814921    0.34251982    4.66836658   -4.46962665    0.34251982    2.80826467   -5.82107022      1Lr1
    0.28512923    5.54848159   -4.03120651    0.26765288    5.27702146   -5.25497064    0.26765288    6.62846445   -3.39486832    0.30260558    5.81994172   -2.80744237    0.30260558    4.46849872   -4.66754469      1Ls1
    0.25283242    6.52155664   -2.11898100    0.23535607    6.64154664   -3.36673566    0.23535607    7.35204206   -1.18005436    0.27030877    6.40156664   -0.87122635    0.27030877    5.69107122   -3.05790764      1Lt1
* end *
Wed Dec  6 08:57:41 1995
 
PRO hess_setup
;+
; Fill hess_common variables with data
;
; NOTE:  All lengths are in mm
;
; 11/21/94 dd Started
; 11/22/94 dd added sign to hs_Doff to indicate hole in or out board
; 11/25/94 dd Added gluing angles, inches, etc.  Finished?
;  3/9/95 dd Changed hs_Xoff to be 1.7 inches.
; 10/10/95 dd Modified for TOGA (TMA support structure) design.
; 10/16/95 dd Modify for three-gratings per segment.
; 12/4/95 dd Change spacing between gratings to +/- 9.45 degrees.
; 12/4/95 dd *** Modify for LEG design of 5 modules per quadrant
; 12/6/95 dd  LEG membrane is 0.5 mm above mounting surface.
;-

@hess_common


; Rowland diameter
				; TMA finite source focal-length
				; from Podgorski ray-trace and e-mail 9/1/95
hs_X = DOUBLE(6469.55 - $
				; shutter blade plane
				; shutter to grating envelope
	(947.00 + 150.0) )      ;  Podgorski,   Norton

; On-axis vertex location at Xg = Xoff
hs_Xoff = DOUBLE(0.5 * 25.4)   ; 1/2" plate?

; TMA parameters!!!  Use two shells (of same values) for HEGs and MEGs
;   HYPERBOLA specification
; Hyperbola Axial distance to finite focus, front
hs_HAf = DOUBLE(6469.55 - 441.37) + FLTARR(1)   ; Podgorski
; Hyperbola Axial distance to finite focus, back
hs_HAb = DOUBLE(6469.55 - 801.82) + FLTARR(1)   ; Podgorski
; Hyperbola Radius, front
hs_HRf = DOUBLE(209.07069) + FLTARR(1)  ; LVS 6/17/93
; Hyperbola Radius, back
hs_HRb = DOUBLE(199.87773) + FLTARR(1)  ; LVS 6/17/93

;   GRATING FRAME parameters
; Distance from grating center to hole centerline
; Positive when hole is at a larger radius than the center.
; For TOGA_LEG "shell 1" is LEGs
; all mounting holes are on inside (is this best?)
hs_Doff = DOUBLE( [-13.50] )
; Distance from grating membrane to mounting surface
hs_Dthk = DOUBLE(0.5) + FLTARR(1)
; Spacing between grating mounting hole - NOT USED
hs_Dspc = DOUBLE( [50.0] )
; Dispersion angle offset from Y axis:
hs_Disp = DOUBLE( [0.0]*!DTOR )

;   SEGMENT parameters
; Names of all the segments
hs_Segs = ['La','Lb','Lc','Ld','Le','Lf','Lg','Lh','Li','Lj', $
		'Lk','Ll','Lm','Ln','Lo','Lp','Lq','Lr','Ls','Lt']
; Gratings per segment
; One module pre segment
hs_GpS = [1]
; Gluing angles: (each segment), add hs_Disp for gluing angle
hs_Tglu = DOUBLE( (90.0-18.0*indgen(20)) * !DTOR)

; Default to inches for hess_plot and hess_out
hs_use_inches = 1

RETURN
END
