mirror of
https://github.com/retro-software/B5500-software.git
synced 2026-03-02 17:44:40 +00:00
1. Commit library tape images, directories, and extracted text files. 2. Commit additional utilities under Unisys-Emode-Tools.
100 lines
7.8 KiB
Plaintext
100 lines
7.8 KiB
Plaintext
HLPP0002
|
|
COMMENT THIS PROCEDURE TIES TOGETHER THE VARIOUS CORRELATIONS FOR HLPP0003
|
|
CALCULATING LIQUID ENTHALPY. THE HLIQ PROCEDURE, THE HLPP0004
|
|
KELLOGG CORRELATION, AND AN INTERPOLATION METHOD ARE HLPP0005
|
|
INCLUDED. HLPP0006
|
|
BY DONALD L. VOSS HLPP0007
|
|
PROFESSIONAL SERVICES GROUP, BURROUGHS CORPORATION HLPP0008
|
|
CARD SEQUENCE CODE STARTS WITH HLPP0001. HLPP0009
|
|
FIRST RELEASE DATE 1-1-64 HLPP0010
|
|
HLPP0011
|
|
THE INPUT PARAMETERS ARE HLPP0012
|
|
N - TOTAL NUMBER OF COMPONENTS - INTEGER HLPP0013
|
|
T - TEMPERATURE, F. - REAL HLPP0014
|
|
X - COMPONENT MOL FRACTIONS - REAL ARRAY [0:N] HLPP0015
|
|
MW - COMPONENT MOLECULAR WEIGHTS (NECESSARY ONLY FOR HLPP0016
|
|
KELLOGG CORRELATION) - REAL ARRAY [0:N] HLPP0017
|
|
PICKHL - CHOICE OF HL CORRELATIONS - INTEGER HLPP0018
|
|
= 1 FOR HLIQ HLPP0019
|
|
= 2 FOR KELLOGG CORRELATION HLPP0020
|
|
= 3 FOR INTERPOLATION METHOD HLPP0021
|
|
CALCDHL - BOOLEAN ARRAY [0:2] HLPP0022
|
|
IF CALCDHL[1] IS TRUE, CALCULATE PHLT. HLPP0023
|
|
IF CALCDHL[2] IS TRUE, CALCULATE PHLX. HLPP0024
|
|
IN ADDITION, THE VARIABLES HLC1 TO HLC5, TR1S3, TR1S4, HLPP0025
|
|
AND TB1S1 ARE NON-LOCAL TO THE HLPICK PROCEDURE. HLPP0026
|
|
HLC1 TO HLC4 - REFER TO THE KELLOGG CORRELATION (PTS-47) HLPP0027
|
|
HLC5 - REFER TO THE HLIQ PROCEDURE (PTS-28) HLPP0028
|
|
HLC6 AND HLC7 - REFER TO THE INTERPOLATION METHOD (PTS-47)HLPP0029
|
|
TR1S3[0:2], TR1S4[0:2], AND TB1S1[0:2] ARE TEMPORARY HLPP0030
|
|
STORAGE ARRAYS. R = REAL, B = BOOLEAN. HLPP0031
|
|
HLPP0032
|
|
THE OUTPUT PARAMETERS ARE HLPP0033
|
|
HL - LIQUID ENTHALPY OF MIXTURE, BTU/MOL - REAL HLPP0034
|
|
PHLT - PARTIAL DERIVATIVE OF HL WITH RESPECT TO T , HLPP0035
|
|
BTU/MOL - DEGREE F - REAL HLPP0036
|
|
PHLX - PARTIAL DERIVATIVE OF HL WITH RESPECT TO MOL HLPP0037
|
|
FRACTION, BTU/MOL - REAL ARRAY [0:N] HLPP0038
|
|
HLPP0039
|
|
THE PROCEDURES HLIQ AND PHIPART MUST BE DECLARED PRIOR TO HLPP0040
|
|
HLPICK. ; HLPP0041
|
|
HLPP0042
|
|
VALUE N, T ; HLPP0043
|
|
REAL T, HL, PHLT ; HLPP0044
|
|
INTEGER N, PICKHL ; HLPP0045
|
|
REAL ARRAY X[0], MW[0], PHLX[0] ; HLPP0046
|
|
BOOLEAN ARRAY CALCDHL[0] ; HLPP0047
|
|
HLPP0048
|
|
BEGIN HLPP0049
|
|
REAL XMW, SUMX, PDRV, H1, H2, T1, T2, SLOPE, PHLXI ; HLPP0050
|
|
INTEGER I, J, M ; HLPP0051
|
|
LABEL HL1 ; HLPP0052
|
|
HLPP0053
|
|
COMMENT ENTER HLIQ IF SELECTED ; HLPP0054
|
|
IF PICKHL = 1 THEN HLPP0055
|
|
HLIQ (N, T, X, HL, PHLX, PHLT) ; HLPP0056
|
|
HLPP0057
|
|
COMMENT ENTER PHIPART FOR KELLOGG CORRELATION IF SELECTED ; HLPP0058
|
|
IF PICKHL = 2 THEN HLPP0059
|
|
BEGIN HLPP0060
|
|
XMW ~ SUMX ~ 0 ; HLPP0061
|
|
FOR I ~ 1 STEP 1 UNTIL N DO HLPP0062
|
|
BEGIN HLPP0063
|
|
XMW ~ X[I] | MW[I] + XMW ; HLPP0064
|
|
SUMX ~ X[I] + SUMX HLPP0065
|
|
END ; HLPP0066
|
|
TR1S3[1] ~ XMW / SUMX ; TR1S3[2] ~ T ; HLPP0067
|
|
TB1S1[1] ~ CALCDHL[2] ; TB1S1[2] ~ CALCDHL[1] ; HLPP0068
|
|
PHIPART (2, TR1S3, HLC1, HLC2, HLC3, HLC4, TB1S1, HL, HLPP0069
|
|
TR1S4) ; HLPP0070
|
|
HL ~ HL | SUMX ; PHLT ~ TR1S4[2] | SUMX ; HLPP0071
|
|
IF CALCDHL[2] THEN HLPP0072
|
|
BEGIN HLPP0073
|
|
PDRV ~ TR1S4[1] ; HLPP0074
|
|
FOR I ~ 1 STEP 1 UNTIL N DO HLPP0075
|
|
PHLX[I] ~ MW[I] | PDRV HLPP0076
|
|
END HLPP0077
|
|
END ; HLPP0078
|
|
HLPP0079
|
|
COMMENT USE THE LINEAR INTERPOLATION METHOD IF SELECTED ; HLPP0080
|
|
IF PICKHL = 3 THEN HLPP0081
|
|
BEGIN HLPP0082
|
|
HL ~ PHLT ~ 0 ; HLPP0083
|
|
FOR I ~ 1 STEP 1 UNTIL N DO HLPP0084
|
|
BEGIN HLPP0085
|
|
M ~ HLC6[I,0] ; HLPP0086
|
|
FOR J ~ 2 STEP 1 UNTIL M DO HLPP0087
|
|
IF T < HLC6[I,J] THEN GO TO HL1 ; HLPP0088
|
|
J ~ M ; HLPP0089
|
|
HL1: H1 ~ HLC7[I,J-1] ; H2 ~ HLC7[I,J] ; HLPP0090
|
|
T1 ~ HLC6[I,J-1] ; T2 ~ HLC6[I,J] ; HLPP0091
|
|
SLOPE ~ (H2 - H1) / (T2 - T1) ; HLPP0092
|
|
PHLXI ~ H1 + SLOPE | (T - T1) ; HLPP0093
|
|
HL ~ X[I] | PHLXI + HL ; HLPP0094
|
|
PHLT ~ X[I] | SLOPE + PHLT ; HLPP0095
|
|
PHLX[I] ~ PHLXI HLPP0096
|
|
END HLPP0097
|
|
END HLPP0098
|
|
HLPP0099
|
|
END HLPICK ; HLPP0100
|