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!== last modified 08-13-2003
SUBROUTINE R6DIBS (IAPZ,DBHOB,IBTR,FCLASS,MTOPP,TLH,TH,
> XLOGS,LOGDIA,SL,XL,A)
C THIS IS THE BASIC TREE MENSURATION ALGORITHM USED AS A SUBROUTINE
C BY ANY PROGRAM OF THE CRS6 SYSTEM.
INTEGER FCLASS,I,IAPZ,IRET,ILH,ID
REAL IBTR,LOGDIA(21,3),SL(20),XL(20),S,XLOGS,AT,A,BT,H1,HX,HR,DR
REAL FC16,FC32,AIFC,MTOPP,TLH,TH,DBHOB,DOB16,T,B,H,LOGS,H2,BTR
AIFC=FCLASS
C ***** CLEAR PREVIOUS TREE *****
DO 5 I=1,20
SL(I) = 0.0
5 XL(I) = 0.0
DO 7 I=1,21
LOGDIA(I,1) = 0.0
LOGDIA(I,2) = 0.0
7 CONTINUE
FC16=0.0
FC32=0.0
S = 0.0
XLOGS = 0.0
IF (IAPZ.EQ.2) GO TO 200
C***********************************************************
C********************** EASTSIDE ***************************
C***********************************************************
FC16 = AIFC / 100.0
c btr diameter logic removed 8/98
c IF (IBTR.GT.0) GO TO 10
C ***** DBHOB-SIGHTING - COMPUTE LOGDIA(1,2) WITH FC *****
LOGDIA(1,2) = DBHOB * FC16
GO TO 20
C ***** 16-FT SIGHTING - COMPUTE LOGDIA(1,2) WITH BTR *****
10 DOB16 = DBHOB
LOGDIA(1,2) = DOB16 * IBTR
DBHOB = LOGDIA(1,2) / FC16
C ***** COMPUTE TAPER COEFFICIENT *****
20 IRET = 1
GO TO 1000
25 IF (TLH.EQ.0.0) GO TO 70
C ***************** LOG HEIGHT ******************
SL(1) = 16.3
IF (TLH.GT.1.0.AND.LOGDIA(1,2).GT.MTOPP) GO TO 30
C ***** ONLY ONE LOG IN TREE *****
XLOGS = 1.0
LOGDIA(1,2) = MTOPP
c IF (IBTR.GT.0) DBHOB=LOGDIA(1,2)/FC16
GO TO 130
C ***** MORE THAN ONE LOG IN TREE *****
30 ILH = TLH
S = TLH - ILH
IF(S.EQ.0.0) GO TO 40
C ***** TREE HAS A HALF LOG AT THE TOP *****
S = 8.0
SL(ILH+1) = 8.0
LOGDIA(ILH+1,2) = MTOPP
XLOGS = 0.5
IF (ILH.GT.1) GO TO 40
C ***** 1.5-LOG TREE *****
XLOGS = 1.5
GO TO 130
C ***** COMPUTE DIBS OF ALL FULL LOGS *****
40 T = MTOPP / LOGDIA(1,2)
AT = A / (1.0 - (A*T))
BT = (1.0 / (1.0-T)) -AT
H1 = (ILH - 1) * 16.3 + S
DO 50 I=2,ILH
HX = H1 - (I-1)*16.3
HR = HX / H1
DR = T + (HR / (AT*HR+BT))
LOGDIA(I,2) = LOGDIA(1,2) * DR
SL(I) = 16.3
50 CONTINUE
IF (S.EQ.0.0) LOGDIA(ILH,2)=MTOPP
XLOGS = XLOGS + ILH
GO TO 130
C ****************** TOTAL HEIGHT ******************
70 B = 1.0 - A
SL(1) = 16.3
XL(1) = 16.3
IF (LOGDIA(1,2).GT.MTOPP) GO TO 80
C ***** ONLY ONE LOG IN TREE *****
LOGDIA(1,2) = MTOPP
XLOGS = 1.0
c IF (IBTR.GT.0) DBHOB=LOGDIA(1,2)/FC16
GO TO 130
C ***** COMPUTE DIBS OF ALL FULL LOGS *****
80 H1 = TH - 16.3
DO 90 I=2,19
HX = H1 - ((I-1) * 16.3)
HR = HX / H1
IF (HR.GT.0.0) GO TO 85
LOGDIA(I,2) = 1.0
GO TO 100
85 DR = HR / (A*HR+B)
LOGDIA(I,2) = DR * LOGDIA(1,2)
SL(I) = 16.3
XL(I) = 16.3
IF (LOGDIA(I,2).LT.MTOPP) GO TO 100
IF (LOGDIA(I,2).GT.MTOPP) GO TO 90
XLOGS = I-1
SL(I) = 16.3
XL(I) = 16.3
GO TO 130
90 CONTINUE
C ***** ROUND ANY SHORT LENGTH AT TOP OF TREE *****
100 DR = MTOPP / LOGDIA(1,2)
HX = (DR*B*H1) / (1.0 - (A*DR))
H = (I-2) * 16.3
S = H1 - HX - H
IF (S.GE.4.0) GO TO 110
XLOGS = I-1
LOGDIA(I,2) = 0.0
SL(I) = 0.0
XL(I) = S
GO TO 130
110 IF (S.GT.12.0) GO TO 120
XLOGS = (I-1) + 0.5
LOGDIA(I,2) = MTOPP
SL(I) = 8.0
XL(I) = S
GO TO 130
120 XLOGS = I
LOGDIA(I,2) = MTOPP
SL(I) = 16.3
XL(I) = S
C ***** ROUND DIBS TO NEAREST INCH *****
130 DO 140 I=1,20
ID = LOGDIA(I,2) + 0.5
LOGDIA(I,1) = ID
140 continue
RETURN
C*************************************************
C******************* WESTSIDE ********************
C*************************************************
200 FC32 = AIFC / 100.0
SL(1) = 16.3
XL(1) = 16.3
C ***** GET TAPER COEFFICIENT *****
IRET = 2
GO TO 1000
210 IF ( TLH .EQ. 0.0 ) GO TO 500
IF ( IBTR .GT. 0 ) GO TO 400
GO TO 300
220 IF ( IBTR .GT. 0 ) GO TO 600
GO TO 500
C *********** LOG HEIGHT WITH DBHOB-SIGHTING ***********
300 LOGS = TLH*10.0 / 5.0
C ***** ONLY ONE 16-FT SEGMENT IN TREE *****
IF (LOGS.GT.1) GO TO 320
XLOGS = 1.0
LOGDIA(1,2) = MTOPP
C ID = LOGDIA(1,2) + 0.5
C LOGDIA(1,1) = ID
C RETURN
GO TO 370
C ***** TWO 16'S *****
320 IF (LOGS.GT.2) GO TO 330
XLOGS = 2.0
LOGDIA(2,2) = MTOPP
ID = LOGDIA(2,2) + 0.5
LOGDIA(2,1) = ID
SL(2) = 16.3
LOGDIA(1,2) = IFIX( (LOGDIA(2,2)+DBHOB) / 2.0 + 0.5 )
C ID = LOGDIA(1,2) + 0.5
C LOGDIA(1,1) = ID
C RETURN
GO TO 370
C ***** REDUCE TOPDIB IF CONFLICT WITH LOGDIA(2,2) *****
330 LOGDIA(2,2) = INT(DBHOB*FC32+0.5 )
SL(2) = 16.3
IF (LOGDIA(2,2).LE.MTOPP) MTOPP=LOGDIA(2,2)-1.0
C ***** PROJECT TAPER FROM LOGDIA(2,2) TO LOGDIA(1,2) *****
T = MTOPP/LOGDIA(2,2)
AT = A / (1.0 -(A*T))
BT = (1.0 / (1.0-T)) -AT
H1 = (LOGS-1) * 16.3
H2 = H1 - 16.3
HR = H2/H1
DR = T + (HR / (AT*HR+BT))
LOGDIA(1,2) = IFIX( LOGDIA(2,2)/DR+0.5 )
C ***** THREE 16'S *****
IF (LOGS.GT.3) GO TO 340
XLOGS = 3.0
LOGDIA(3,2) = MTOPP
SL(3) = 16.3
C DO 331 I=1,3
C 331 LOGDIA(I,1) = IFIX( LOGDIA(I,2)+0.5 )
C RETURN
GO TO 370
C ***** FOUR OR MORE 16'S *****
340 H1 = (LOGS-2) * 16.3
DO 350 I=3,INT(LOGS)
HX = H1 - (I-2)*16.3
HR = HX/H1
DR = T + (HR / (AT*HR+BT))
LOGDIA(I,2) = LOGDIA(2,2)*DR
350 SL(I) = 16.3
XLOGS = LOGS
C ***** ROUND DIBS *****
370 DO 360 I=1,20
360 LOGDIA(I,1) = IFIX( LOGDIA(I,2)+0.5 )
RETURN
C *********** LOG HEIGHT WITH 16-FT SIGHTING *************
400 LOGS = TLH*10.0 / 5.0
c ***** ONE 16-FT SEGMENT IN TREE *****
IF (LOGS.GT.1) GO TO 410
XLOGS = 1.0
LOGDIA(1,2) = MTOPP
C LOGDIA(1,1) = IFIX( LOGDIA(1,2)+0.5 )
DBHOB = MTOPP+2.0
C RETURN
GO TO 370
C ***** REDUCE TOPDIB IF CONFLICT WITH LOGDIA(1,2) *****
410 DOB16 = DBHOB
BTR = IBTR
LOGDIA(1,2) = IFIX( DOB16*BTR+0.5 )
IF (LOGDIA(1,2).LE.MTOPP) MTOPP=LOGDIA(1,2)-1.0
C ***** TWO 16'S *****
IF (LOGS.GT.2) GO TO 420
XLOGS = 2.0
LOGDIA(2,2) = MTOPP
SL(2) = 16.3
DBHOB = LOGDIA(2,2)/FC32
IF (DBHOB.LE.LOGDIA(1,2)) DBHOB=LOGDIA(1,2)+2.0
C DO 411 I=1,2
C 411 LOGDIA(I,1) = IFIX( LOGDIA(I,2)+0.5 )
C RETURN
GO TO 450
C ***** THREE OR MORE 16'S *****
420 T = MTOPP/LOGDIA(1,2)
AT = A / (1.0 - (A*T))
BT = (1.0 / (1.0-T)) -AT
H1 = (LOGS-1) * 16.3
DO 430 I=2,INT(LOGS)
HX = H1 - (I-1)*16.3
HR = HX/H1
DR = T + (HR / (AT*HR+BT))
LOGDIA(I,2) = LOGDIA(1,2)*DR
430 SL(I) = 16.3
XLOGS = LOGS
C ***** COMPUTE DBHOB *****
DBHOB = LOGDIA(2,1) / FC32
IF (DBHOB.LE.LOGDIA(1,1)) DBHOB= LOGDIA(1,1)+2.0
C ***** ROUND DIBS *****
450 DO 440 I=1,20
440 LOGDIA(I,1) = IFIX( LOGDIA(I,2)+0.5 )
RETURN
C ********* TOTAL HEIGHT WITH DBHOB-SIGHTING *********
500 B = 1.0 - A
C ***** START WITH ROUNDED LOGDIA(2,2) *****
LOGDIA(2,2) = DBHOB*FC32
SL(2) = 16.3
XL(2) = 16.3
C ***** REDUCE HEIGHT IF CONFLICT WITH LOGDIA(2,2) *****
IF (LOGDIA(2,2).GT.MTOPP) GO TO 510
XLOGS = 2.0
LOGDIA(2,2) = MTOPP
C LOGDIA(2,1) = IFIX( LOGDIA(2,2)+0.5 )
SL(2) = 16.3
XL(2) = 16.3
LOGDIA(1,2) = MTOPP + 1.0
C LOGDIA(1,1) = IFIX( LOGDIA(1,2)+0.5 )
IF (TH.GE.40.0) GO TO 560
LOGDIA(2,2) = 0.0
LOGDIA(2,1) = 0.0
SL(2) = 0.0
XL(2) = 0.0
XLOGS = 1.0
LOGDIA(1,2) = MTOPP
C LOGDIA(1,1) = IFIX( LOGDIA(1,2)+0.5 )
C RETURN
GO TO 560
C ***** PROJECT TAPER FROM LOGDIA(2,2) TO LOGDIA(1,2) *****
510 H1 = TH - 16.3
H2 = H1 - 16.3
HR = H2/H1
IF (HR.GT.0.0) GO TO 520
LOGDIA(2,1) = 0.0
SL(2) = 0.0
XL(2) = 0.0
XLOGS = 1.0
LOGDIA(1,2) = MTOPP
C LOGDIA(1,1) = IFIX( LOGDIA(1,2)+0.5 )
C RETURN
GO TO 560
520 DR = HR / (A*HR+B)
LOGDIA(1,2) = IFIX( LOGDIA(2,2)/DR + 0.5 )
C ***** COMPUTE DIBS ABOVE LOGDIA(2,22 *****
H1 = TH - 32.6
DO 540 I=3,19
HX = H1 - (I-2)*16.3
HR = HX/H1
IF (HR.GT.0.0) GO TO 530
XLOGS = I-1
GO TO 560
530 DR = HR / (A*HR+B)
LOGDIA(I,2) = DR*LOGDIA(2,2)
SL(I) = 16.3
XL(I) = 16.3
IF (LOGDIA(I,2).LE.MTOPP) GO TO 550
540 CONTINUE
C ***** ROUND ANY SHORT LENGTH AT TOP OF TREE *****
550 XLOGS = I
LOGDIA(I,2) = MTOPP
DR = MTOPP/LOGDIA(2,2)
HX = (DR*B*H1) / (1.0 - (A*DR))
H = (I-3)*16.3
S = H1 - HX - H
XL(I) = S
IF (S.GE.8.0) GO TO 560
XLOGS = I-1
LOGDIA(I,2) = 0.0
SL(I) = 0.0
C ***** ROUND DIBS *****
560 DO 570 I=1,20
570 LOGDIA(I,1) = IFIX( LOGDIA(I,2)+0.5 )
RETURN
C *********** TOTAL HEIGHT WITH 16-FT SIGHTING ***********
600 B = 1.0 - A
C ***** START WITH ROUNDED LOGDIA(1,2) *****
DOB16 = DBHOB
BTR = IBTR
LOGDIA(1,2) = IFIX( DOB16*BTR + 0.5 )
C ***** REDUCE HEIGHT IF CONFLICT WITH LOGDIA(1,2) *****
IF (LOGDIA(1,2).GT.MTOPP) GO TO 610
XLOGS = 1.0
LOGDIA(1,2) = MTOPP
C LOGDIA(1,1) = IFIX( LOGDIA(1,2)+0.5 )
DBHOB = MTOPP+2.0
C RETURN
GO TO 650
C ***** COMPUTE DIBS ABOVE LOGDIA(1,2) *****
610 H1 = TH - 16.3
DO 630 I=2,19
HX = H1 - (I-1)*16.3
HR = HX/H1
IF (HR.GT.0.0) GO TO 620
XLOGS = I-1
GO TO 650
620 DR = HR / (A*HR+B)
LOGDIA(I,2) = DR*LOGDIA(1,2)
SL(I) = 16.3
IF (LOGDIA(I,2).LE.MTOPP) GO TO 640
630 CONTINUE
C ***** ROUND ANY SHORT LENGTH AT TOP OF TREE *****
640 XLOGS = I
LOGDIA(I,2) = MTOPP
DR = MTOPP/LOGDIA(1,2)
HX = (DR*B*H1) / (1.0 - (A*DR))
H = (I-2)*16.3
S = H1 - HX - H
XL(I) = S
IF (S.GE.8.0) GO TO 650
XLOGS = I-1
LOGDIA(I,2) = 0.0
SL(I) = 0.0
C ***** COMPUTE DBHOB *****
DBHOB = LOGDIA(2,2)/FC32
IF (DBHOB.LE.LOGDIA(1,2)) DBHOB = LOGDIA(1,2)+2.0
C ***** ROUND DIBS *****
650 DO 660 I=1,20
660 LOGDIA(I,1) = IFIX( LOGDIA(I,2)+0.5 )
RETURN
C *****************************************************
C ************* COMPUTE TAPER COEFFICIENT *************
C *****************************************************
1000 IF (A.GE.1.0) GO TO 1010
IF (A.EQ.0.0) A=0.62
GO TO (25,210), IRET
1010 IF (A.NE.1.0) GO TO 1020
A = 0.71469 - 0.002536 * DBHOB + 0.000004719 * DBHOB**2
GO TO (25,210), IRET
1020 IF (A.NE.2.0) GO TO 1030
A = 0.98104 - .0226*DBHOB + .000692*DBHOB**2 - .000007387*DBHOB**3
GO TO (25,210), IRET
1030 A = 0.62
GO TO (25,210), IRET
RETURN
END
C USES A HYPERBOLIC CURVE TO DETERMINE DIAM OF ALL LOGS IN A TREE.
C IF TREE HEIGHT WAS MEASURED IN FEET THEN ALSO DETERMINE HOW MANY
C LOGS ARE IN THE TREE.
C ENTER WITH:
C IAPZ = 1 (EASTSIDE) TOTAL # LOGS WILL RETURN AS 16.3-FT SGMTS
C = 2 (WESTSIDE) 32.6-FT
C DBHOB --- WILL BE XXX.0 FOR NON-3P AND XXX.X FOR 3P CRUISES
C IBTR = 0 ASSUMES SIGHTING POINT AT DBHOB
C > 0 " " " AT 16 FT & DBHOB IS DOB16
C FCLASS --- ALWAYS PRESENT
C MTOPP --- ALWAYS LESS THAN DBHOB
C TLH --- IF > 0 IT IS TREE HT EXPRESSED AS TOTAL # LOGS TO MTOPP
C (EASTSIDE) MIN. TLH = 1.0, (WESTSIDE) MIN. TLH = 0.5
C TH --- IF > 0 IT IS TREE HT EXPRESSED IN FT FROM STUMP TO TIP
C (EITHER TH OR TLH WILL ENTER AS ZERO.)
C A --- IF = 0 USE STANDARD TAPER COEFFICIENT.
C IF > 0 IT IS A FLAG FOR COMPUTING SPECIAL COEFFICIENTS
C RETURN WITH:
C DBHOB --- REPLACED WITH COMPUTED DBHOB IF SIGHTING WAS AT 16 FT.
C MTOPP --- IF COMPUTED BASAL DIAM FOR CURVE (DBHOB*FC) OR
C (DOB16*BTR) IS < MTOPP, MEASUREMENTS ARE ILLOGICAL AND MTOPP
C WILL BE REDUCED
C XLOGS --- THE TOTAL # OF 16.3-FT SGMTS IN THE TREE (1.0 - 20.0)
C (EASTSIDE) MAY RETURN AS XX.5, (WESTSIDE) AS XX.0
C D --- THE DIBS OF THE LOG SEGMENTS. NOTE --
C IF HT IS MEASURED AS TOTAL TREE HT (TH BEING USED),
C LAST DIB (D) COMPUTED MAY NOT EQUAL MTOPP. I.E. CANT GET
C A FULL # OF LOG SGMTS TO THE TOP THAT WAS REQUESTED.
C SL --- THE SCALING LENGTH FOR EACH LOG SEGMENT.
C XL --- THE LENGTH IN FT BETWEEN LAST FULL 16.3-FT SEG & MTOPP.
C CORRESPONDING SL OF 0.0, 8.0, OR 16.3 SHOWS WHICH WAY
C IT WAS ROUNDED. XL ONLY APPLIES FOR TOTAL-HEIGHT
C MEASUREMENT.