S2ESIN

Table Of Contents
  • [00028] CALL ESIN -V1.
s2esin.lst
ASM1130 CROSS ASSEMBLER V1.22 -- V2M12 -- Sun Nov  1 19:25:08 2020
 
Source File: \s2esin.asm 
                             1 | *************************************************** S2G00010
                             2 | *                                                 * S2G00020
                             3 | *   SUBROUTINE NAME-                              * S2G00030
                             4 | *      FULL NAME- EXTENDED PRECISION FLOATING-    * S2G00040
                             5 | *         POINT SINE AND COSINE FUNCTION.         * S2G00050
                             6 | *      CODE NAME- ESIN/ESINE/ECOS/ECOSN           * S2G00060
                             7 | *   PURPOSE- THIS SUBPROGRAM COMPUTES THE SINE,OR * S2G00070
                             8 | *      COSINE AS DESIRED, OF AN EXTENDED PRECISION* S2G00080
                             9 | *      FLOATING POINT ANGLE IN RADIANS.           * S2G00090
                            10 | *   METHOD-SEE IBM 1130 SUBROUTINE LIBRARY MANUAL.* S2G00100
                            11 | *   CAPABILITIES AND LIMITATIONS- SEE IBM 1130    * S2G00110
                            12 | *      SUBROUTINE LIBRARY MANUAL.                 * S2G00120
                            13 | *   SPECIAL FEATURES- N/A                         * S2G00130
                            14 | *   ADDITIONAL INFORMATION-                       * S2G00140
                            15 | *      ESTIMATED EXECUTION TIME- SEE IBM 1130     * S2G00150
                            16 | *         SUBROUTINE LIBRARY MANUAL               * S2G00160
                            17 | *      OTHER- A PERIOD FOLLOWED BY B, APPEARING TO* S2G00170
                            18 | *         THE RIGHT OF COMMENT, INDICATES THAT THE* S2G00180
                            19 | *         NUMBER FOLLOWING IS THE BINARY POINT OF * S2G00190
                            20 | *         THE NUMBER PRESENTLY IN THE ACCUMULATOR.* S2G00200
                            21 | *         LET C REFER TO THE TRUE EXPONENT OF THE * S2G00210
                            22 | *         INPUT ARGUMENT.                         * S2G00220
                            23 | *                                                 * S2G00230
                            24 | *************************************************** S2G00240
CALL ESIN  -V1.
 
                            26 |       EPR                                           S2G00260
                            27 |       ENT     ESINE                                 S2G00270
                            28 |       ENT     ESIN      STANDARD FORTRAN NAME       S2G00280
                            29 |       ENT     ECOSN                                 S2G00290
                            30 |       ENT     ECOS      STANDARD FORTRAN NAME       S2G00300
0000 0000                   31 | ECOS  DC      0         FORTRAN ENTRY               S2G00310
0001 051C*58D7              32 |       LIBF    EGETP     GET PARAMETER               S2G00320
0002 0000                   33 | ECOSN DC      0         USER ENTRY                  S2G00330
0003 C0FE                   34 |       LD      ECOSN     ADD PI/2 TO ANGLE AND       S2G00340
0004 D005                   35 |       STO     ESINE     USE SINE SUBR SINCE         S2G00350
0005 0504*4100              36 |       LIBF    EADD      COS(X)=SIN(X+PI/2)          S2G00360
0006 006ER                  37 |       DC      HPI                                   S2G00370
0007 7003                   38 |       MDX     ESINE+1                               S2G00380
0008 0000                   39 | ESIN  DC      0         FORTRAN ENTRY               S2G00390
0009 051C*58D7              40 |       LIBF    EGETP     GET PARAMETER               S2G00400
000A 0000                   41 | ESINE DC      0         USER ENTRY                  S2G00410
000B C37D                   42 |       LD    3 125       GET EXPONENT,SCALE TO TRUE  S2G00420
000C 9067                   43 |       S       Q         VALUE AND ADD 16.IF NEG,    S2G00430
000D 4CA8 000AR             44 |       BSC  I  ESINE,+Z  X LT 2**-17 SO SIN(X)=X   . S2G00440
000F 9065                   45 |       S       Q+1       IF X GET 2**24, INDICATE    S2G00450
0010 4C10 007BR             46 |       BSC  L  OVFL,-    LOSS OF SIGNIFICANCE ERROR  S2G00460
                            47 | *                                                   S2G00470
                            48 | *SCALE INPUT VALUE                                  S2G00480
                            49 | *                                                   S2G00490
0012 C857                   50 |       LDD     R2PI      DIVIDE ANGLE BY 2PI         S2G00500
0013 2750*4000              51 |       LIBF    XMD       Y=X*(1/2PI)                 S2G00510
0014 DB7E                   52 |       STD   3 126       STORE IN FAC        .B-2+C  S2G00520
0015 C37D                   53 |       LD    3 125       GET EXPONENT        .C+128  S2G00530
0016 905F                   54 |       S       Q+2       AND MODIFY          .C-1    S2G00540
0017 4C28 0026R             55 |       BSC  L  SIN1,+Z   BR IF NEG. OTHERWISE        S2G00550
0019 805F                   56 |       A       Q+5       CONSTRUCT A SHIFT LEFT      S2G00560
001A D001                   57 |       STO     SLT       CON AND ST IN SLT    .C-1   S2G00570
001B CB7E                   58 |       LDD   3 126       GET MANTISSA        .B-2+C  S2G00580
                            59 | *                                                   S2G00590
                            60 | *FIND RANGE OF SCALED ARGUMENT AND MODIFY           S2G00600
                            61 | *                                                   S2G00610
001C 1080                   62 | SLT   SLT     *-*       SHIFT TO DISCARD INTEGER    S2G00620
001D DB7E                   63 |       STD   3 126       PORTION OF Y,AND ST. .B-1   S2G00630
001E 1081                   64 |       SLT     1         IS FRACTION BETWEEN .25     S2G00640
001F F37E                   65 |       EOR   3 126                                   S2G00650
0020 4C10 0025R             66 |       BSC  L  *+3,-     AND .75 . NO THEN BR        S2G00660
0022 C849                   67 |       LDD     HALF      YES,THEN SET Z=0.5-Y        S2G00670
0023 9B7E                   68 |       SD    3 126       Z=0.5-Y IF Y IS BETWEEN     S2G00680
0024 DB7E                   69 |       STD   3 126       0.25 AND 0.75.              S2G00690
0025 1010                   70 |       SLA     16                                    S2G00700
                            71 | *                                                   S2G00710
                            72 | *COMPUTE EXPONENT AND DO CORRECT SHIFT ON MANTISSA  S2G00720
                            73 | *                                                   S2G00730
0026 8053                   74 | SIN1  A       Q+6       SCALE EXPONENT              S2G00740
0027 D37D                   75 |       STO   3 125       AND STORE CORRECT EXPONENT  S2G00750
0028 1559*9500              76 |       LIBF    NORM      NORMALIZE                   S2G00760
0029 C37D                   77 |       LD    3 125       STORE (FAC) IN Z            S2G00770
002A D046                   78 |       STO     Z                                     S2G00780
002B CB7E                   79 |       LDD   3 126                                   S2G00790
002C D845                   80 |       STD     Z+1                                   S2G00800
002D C04A                   81 |       LD      Q+4       GENERATE SHIFT CONSTANT     S2G00810
002E 937D                   82 |       S     3 125       FOR EXPONENT.-C-2+/1880     S2G00820
002F D007                   83 |       STO     SRT                                   S2G00830
0030 F01D                   84 |       EOR     SRTK      CHK RANGE OF SHIFT          S2G00840
0031 1806                   85 |       SRA     6                                     S2G00850
0032 4C20 0083R             86 |       BSC  L  SPEC,Z    BR IF OUT OF RANGE          S2G00860
0034 CB7E                   87 |       LDD   3 126       GET MANTISSA         .B0+C  S2G00870
0035 4828                   88 |       BSC     +Z        BR IF NOT NEG               S2G00880
0036 9831                   89 |       SD      ONE       IF NEG,SUB ONE              S2G00890
0037 1880                   90 | SRT   SRT     *-*       SHIFT FOR EXPONENT   .B-2   S2G00900
0038 4828                   91 |       BSC     +Z        BR IF NOT NEG               S2G00910
0039 882E                   92 |       AD      ONE       IF NEG,RESTORE ONE          S2G00920
                            93 | *                                                   S2G00930
                            94 | *USE POLYNOMIAL TO COMPUTE EXTENDED PRECISION SINE  S2G00940
                            95 | *                                                   S2G00950
003A DB7E                   96 | CSR   STD   3 126       STORE Z IN FAC       .B-2   S2G00960
003B 2750*4000              97 |       LIBF    XMD       Z**2                 .B-4   S2G00970
003C DB7E                   98 |       STD   3 126                                   S2G00980
003D C824                   99 |       LDD     A6        GET A6               .B4    S2G00990
003E 2750*4000             100 |       LIBF    XMD       A6*Z**2              .B0    S2G01000
003F 8824                  101 |       AD      S6                                    S2G01010
0040 1886                  102 |       SRT     6         SHIFT TO ADD         .B6    S2G01020
0041 881E                  103 |       AD      A5        B6   +                      S2G01030
0042 2750*4000             104 |       LIBF    XMD       (Z**2)*(A5+A6*Z**2)  .B2    S2G01040
0043 1885                  105 |       SRT     5         SHIFT TO ADD         .B7    S2G01050
0044 8819                  106 |       AD      A4        B7   -                      S2G01060
0045 2750*4000             107 |       LIBF    XMD       (Z**2)*(ACC AND EXT) .B3    S2G01070
0046 881F                  108 |       AD      S4                                    S2G01080
0047 1884                  109 |       SRT     4         SHIFT TO ADD         .B7    S2G01090
0048 8813                  110 |       AD      A3        B7   +                      S2G01100
0049 2750*4000             111 |       LIBF    XMD       (Z**2)*(ACC AND EXT) .B3    S2G01110
004A 1883                  112 |       SRT     3         SHIFT TO ADD A2      .B6    S2G01120
004B 880E                  113 |       AD      A2        B6   -                      S2G01130
004C 2750*4000             114 |       LIBF    XMD       (Z**2)*(A AND Q REGS).B2    S2G01140
004D 881A                  115 |       AD      ONE                                   S2G01150
004E 1881                  116 | SRTK  SRT     1         SHIFT TO ADD A1             S2G01160
004F 8808                  117 |       AD      A1        B3   +                      S2G01170
0050 DB7E                  118 |       STD   3 126       STORE RESULT IN FAC  .B3    S2G01180
0051 C025                  119 |       LD      Q+3       GET AN EXPONENT OF 3        S2G01190
0052 D37D                  120 |       STO   3 125                                   S2G01200
0053 0551*7A00             121 |       LIBF    EMPY      PUT IN FACTOR OF Z          S2G01210
0054 0071R                 122 |       DC      Z                                     S2G01220
0055 4C80 000AR            123 |       BSC  I  ESINE     EXIT                        S2G01230
                           124 | *                                                   S2G01240
                           125 | *CONSTANTS AREA                                     S2G01250
                           126 | *                                                   S2G01260
0058 6487 ED51             127 | A1    DEC     +6.2831853071B3    COEFFICIENTS       S2G01270
005A AD51 0C6C             128 | A2    DEC     -41.341702117B6    FOR THE            S2G01280
005C 519A F01A             129 | A3    DEC     +81.605226206B7    APPROXIMATING      S2G01290
005E B34B B439             130 | A4    DEC     -76.704281321B7    POLYNOMIAL.        S2G01300
0060 5405 0541             131 | A5    DEC     +42.009805726B6                       S2G01310
0062 8CD8 CF8F             132 | A6    DEC     -14.394135365B4                       S2G01320
0064 0000 003F             133 | S6    DEC     63                 USED TO ROUND OFF  S2G01330
0066 0000 000F             134 | S4    DEC     15                 BEFORE SHIFTING    S2G01340
0068 0000 0001             135 | ONE   DEC     1         EXTENDED PREC ONE           S2G01350
006A 517C C1B7             136 | R2PI  DEC     1.591549430918954E-1B-2  1/2PI        S2G01360
006C 8000                  137 | HALF  DC      /8000     0.5B-2                      S2G01370
006D 0000                  138 |       DC      /0000                                 S2G01380
006E 0081 6487 ED51        139 | HPI   XFLC    1.57079632679       PI/2              S2G01390
0071 0000 0000 0000        140 | Z     XFLC    0.0           ARGUMENT OF POLYNOMIAL  S2G01400
0074 0070                  141 | Q     DC      128-16    0   EXPONENT AND SHIFT      S2G01410
0075 0028                  142 |       DC      24+16     1   CONSTANTS.              S2G01420
0076 0081                  143 |       DC      129       2                           S2G01430
0077 0083                  144 |       DC      128+3     3                           S2G01440
0078 18FE                  145 |       DC      126+/1880 4                           S2G01450
0079 1080                  146 |       SLT     0         5                           S2G01460
007A 007F                  147 |       DC      127       6                           S2G01470
                           148 | *                                                   S2G01480
                           149 | *ERROR ROUTINES                                     S2G01490
                           150 | *                                                   S2G01500
007B 10A0                  151 | OVFL  SLT     32        SINE LOSS OF SIGNIFICANCE.  S2G01510
007C D37D                  152 |       STO   3 125       RETURN ZERO.                S2G01520
007D DB7E                  153 |       STD   3 126       TURN ON SINE PROGRAM        S2G01530
007E C009                  154 |       LD      SINEB     ERROR INDICATOR.            S2G01540
007F EB7C                  155 |       OR    3 124                                   S2G01550
0080 D37C                  156 |       STO   3 124                                   S2G01560
0081 4C80 000AR            157 |       BSC  I  ESINE     EXIT                        S2G01570
0083 C802                  158 | SPEC  LDD     MAXF      EXPONENT TOO LARGE.RTN MAX  S2G01580
0084 70B5                  159 |       MDX     CSR       PTV NO. TO POLYNOMIAL.      S2G01590
0086 7FFF FFFF             160 | MAXF  DEC     0.999999999999B0                      S2G01600
0088 0002                  161 | SINEB DC      /2        BIT 14--SIN ERROR BIT.      S2G01610
0089                       162 |       END                                           S2G01620
 
There were no errors in this assembly
 
=== CROSS REFERENCES ==========================================================
Name  Val   Defd  Referenced
A1    0058R  127  117
A2    005AR  128  113
A3    005CR  129  110
A4    005ER  130  106
A5    0060R  131  103
A6    0062R  132   99
CSR   003AR   96  159
ECOS  0000R   31
ECOSN 0002R   33   34
ESIN  0008R   39
ESINE 000AR   41   35   38   44  123  157
HALF  006CR  137   67
HPI   006ER  139   37
MAXF  0086R  160  158
ONE   0068R  135   89   92  115
OVFL  007BR  151   46
Q     0074R  141   43   45   54   56   74   81  119
R2PI  006AR  136   50
S4    0066R  134  108
S6    0064R  133  101
SIN1  0026R   74   55
SINEB 0088R  161  154
SLT   001CR   62   57
SPEC  0083R  158   86
SRT   0037R   90   83
SRTK  004ER  116   84
Z     0071R  140   78   80  122