アセンブラ入門(CASL II) 第3版
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4 i COMET II COMET II CASL II COMET II (1969 ) COMETCASL 6 (1994 ) COMETCASL 13 (2001 ) COMETCASL COMET IICASL II COMET IICASL II CASL II L A TEX 2 CASL II COMET II Windows(Windows 7Windows 8 ) CASL II CASLDV CASLDV CASL II COMET II CASLDV e-learning Web ( Unix () Web
5 ii CASLDV COMET II CPU CASLDV CASLDV (PDF 50 ) Web Web PDF C Java CASL II Web 1 3 SCC CASL II CASLDV
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15 1 1 COMET II 1.1 COMET II CASL II COMET II() CASL II() COMET II COMET II COMET II () V () ENIAC (Electronic Numerica1 Integrator And Computer 1.1(2 ) ) ENIAC 18, ENIAC ENIAC 1 R/ENIAC 2 3 Coffee Break 1-1(3 )
16 2 1 COMET II 1.1: ENIAC 18,000 ENIAC ENIAC (program) EDSAC (Electronic Delay Storage Automatic Ca1culator 1949 ) EDVAC (Electronic Discrete Variable Automatic CalculatorENIAC 1951 ) Univac1 () 1951 Univac ( 2 ) Coffee Break 3-4(43 ) ENIAC 10
17 1.1. COMET II CASL II 3 IBM IBM701 A B A+B C C 1.2: EDSAC EDVAC (machine language) 1 1.3: EDVAC EDVAC EDVAC COMET II COMET II COMET II Coffee Break 1-1 ENIAC
18 4 1 COMET II COMET II COMET II COMET II ADDA GR1,GR2 GR1 GR SUBA GR1,GR3 GR1 GR SLA GR1,2 GR1 4 COMET II 1.4: 1.4 GR1 GR2 4 ( ADD SUB SLA 4 CASL II ) 6 COMET II CASL II 1.5 CASL II COMET II CASL II 4 COMET II 5 Assembly language JIS 6 SLA Shift Left Arithmetic (2)(125 )
19 1.1. COMET II CASL II 5 ADDA GR1,GR2 SUBA GR1,GR3 SLA GR1,2 CASL II CASL II COMET II 1.5: CASL II CPU (CP/M-86 8 ) mov ax,bx mov ss,ax mov sp,offset CP/M CP/M : CP/M-86 CP/M-86 CASL II Coffee Break 1-2 CPU CPU Central Processing Unit CPU 3 CPU CPU CPU (Coffee Break 1-1(3 )) CPU (ICLSI) () Pentiam CPU CPU CPU(1.3 ) CPU Pentium Intel Core i3 8 CP/M CP/M CP/M CP/M-86 CP/M MS-DOS CP/M
20 6 1 COMET II FORTRAN 1950 IBM FORTRAN FORTRAN () FORTRAN FORTRAN FORTRAN 1.7 READ(*,*) A,B C=10*(A+B) WRITE(*,*) C FORTRAN FORTRAN 1.7: FORTRAN COBOL(1960 )PL/I(1965 )C(1972 ) (FORTRAN PL/I ) N S = N = N k = k=1 N (N +1) 2 Coffee Break 1-3 MASM
21 1.1. COMET II CASL II 7 CASL II C SUMUPN START #include<stdio.h> 2 LD GR1,N 1 N 3 LAD GR7,1 GR7 1 int main(void) 4 LD GR2,GR1 GR2 GR1 { 5 ADDA GR2,GR7 GR2 N+1 int s, n=100; 6 XOR GR3,GR3 GR3 0 7 LOOP SUBA GR1,GR7 GR1 s = n * ( n + 1 ) / 2; 8 JMI EXIT EXIT printf ("s= dn", s); 9 ADDA GR3,GR2 GR3 GR3+GR2 10 JUMP LOOP LOOP return 0; 11 EXIT SRA GR3,1 GR3 GR3 2 } 12 ST GR3,S S GR3 C 13 RET 14 N DC S DS 1 16 END CASL II 1.8: CASL II C C s=n*(n+1)/2; 9 1 CASL II 9 C C FORTRAN 1950 FORTRAN FORTRAN FORTRAN ( ) Fortran 10 C 9 C */= 10 FORTRAN 1995 JIS() Fortran 95( Fortran 2008)
22 8 1 COMET II 1.2 CASL II CASL II (1) C C C 0 11 () 80 C 10 (2) COMET II COMET II COMET II COMET II COMET II COMET II COMET II COMET II COMET II
23 : COMET II COMET II 8,16,32, RISC ) 8 () 10 I/O () () 1.3 CPU (Central Processing Unit) LSI Pentium() CPU CPU COMET II () LSI ( CPU(Central Processing Unit)) 1.9: ()
24 10 1 COMET II CD-ROM CPU 13 (Operating System OS ) 14 Windows 7Windows 8Unix LinuxFree BSD Windows 7 WORD() EXCEL() () COMET II CASL II CASL II COMET II COMET II COMET II Windows OS Unix OS CASL II COMET II Windows OS CASL II CASLDV CASLDV CASL II COMET II CASLDV CASL II 13 (1) (2) (3) JIS 15
25 W O R D E X C E L 1.10: PC 1.2: OS Windows OS Unix OS CASL II COMET II CASLDV URL CASLDV
26 12 1 COMET II JIS () C 11. Windows OS 12. CPU Windows OS Unix OS ()
27 FF k (=10 4 ) 1000(=10 3 ) 100(=10 2 ) 10(=10 1 ) 1(=10 0 ) =
28 k n k n k k = (0 1) (0 1 ) 2.1: = = = 21 k 2 k =
29 =21 2 (2) (2) n (n) 10 ( 2.2 ) 2.2: n (2) 8 57 (8) D (16) : l (2) 10 (0 1)
30 = (b 5 b 4 b 3 b 2 b 1 b 0 (2) ) b b b b b b = b b b 3 8+b 2 4+b 1 2+b (b 1 ) 2 b 0 b 0 1 b n 0 2 n () 2 n (2) 10 2 (2 k ) = (1) 2 10 (a) 1010 (2) (b) (2) (c) (2) (2) 2 2 () 4 8 (::) 1 10
31 (=) (2) 100 (2) 101 (2) (2) (2) (2) (2) (2) = = 10(1 (2) +1 (2) =10 (2) ) (2) 3100 (2) 4 11 (2) 011 (2) (2) = = (2) 40 = (2) (2) = = = 1101 (2) 9 = 1001 (2) (2) (2) =22
32 = = 1111 (2) 1 = 0001 (2) (2) =16 2 COMET II 16 2 (2.3.3 ) (26 ) (1) 11 (2) (2) (2) 1001 (2) (2)
33 ON/OFF 2 ON/OFF COMET II (2) 0 OFFl ON : ON/OFF 2 1 ON/OFF (bit) ON/OFF n 2 n 8 l (byte) = 256 COMET II = COMET II 2 16 (2.6 (22 ) ) ( 1 0) 2.2: COMET II ONOFF
34 CASL II (8) 1 (8) 2 (8) 3 (8) 4 (8) 5 (8) 6 (8) 7 (8) 7 (8) 10 (8) 11 (8) 12 (8) 17 (8) 17 (8) 20 (8) 123 (8) (8) = = = (22 ) (3 0 ) (2) (8) (2) (8) = (8) 8 ( 2-4 ) 2.4: (1) 13 (8) (2) 57 (8) (3) 1234 (8)
35 ABCDEF AF (16) 1 (16) 2 (16) 3 (16) 4 (16) 5 (16) 6 (16) 7 (16) 8 (16) 9 (16) A (16) 9 (10 10 )A A B (16) B C (16) D (16) E (16) F (16) 10 (16) 11 (16) 12 (16) 1F (16) 1F (16) 20 (16) 123 (16) (16) = = = (4 0 ) 4 O C C A (2) 5CCA (16) 2.5: A B C D E F F (16) 1111 (2) A (16) 1010 (2) 8 (16) 1000 (2) 16 FFFF (16) 1AAAA (16) (16) ( 15) AF af CASL II 16 AF
36 : FFFF F AAAA : A A A A B B B B C C C C D D D D E E E E F F F F (1) 5CCA (16) (2) FDDA (16) (3) 1234 (16) (4) 4444 (16) (5) CAFE (16) COMET II 2
37 COMET II (:1:0) 2.3: : (b 2 b 1 b 0 ) b b b ( ) ( 15) 1 0
38 (2) ( 4) 111 (2) 1 n 2 n 1 2 n (2) ( n ) 2 n (2) ( n ) 1 COMET II (2) (2) 1 2.9: (2) COMET II ADDA ADDL 2-5 COMET II ADDA ADDL 5.4 (102 ) COMET II (SF) ADDA (2) SF 1 ADDL (2) SF 0
39 ( 3 ) (1) 1111 (2) (2) 1010 (2) (3) 1110 (2) (4) 0001 (2) (5) 0101 (2) (2 ) 2 () (1) (2) (2) () (2) + 1 (2) (2) (2) (2) () (2) + 1 (2) (2) 3 2
40 (1) (2) (1) 5 (2) 10 (3) COMET II SUBA() SUBL() (2) (2) (2) () (2) + 1 (2) (2) (2) COMET II (2) (2) (2) (2) 101 (2)
41 (2) (2) (2) (2) (2) (1) 5 3 (2) 2 10 (3) 14 5 Coffee Break COMET II b 1 b 2 b 2 0.b 1 b 2 b 2 = b b b (2) 0.5 =1 2 1 =1 1 2 =0.1 (2) (2) (2) 0.25 = =1 1 4 =0.01 (2), = =1 1 8 =0.001 (2) = = = =0.11 (2) 2 n Coffee Break 2-2(29 ) 0.1 = (2)
42 n 10 n n (1) d 2 d = = () (2) 2 = (2)...() = (2) 2 = (2)...()1 60 2= (2) 2 = (2)...()0 30 2= (2) 2 = 1111 (2)...()0 15 2= (2) 2 = 111 (2)...()1 7 2= (2) 2= 11 (2)...()1 3 2= (2) 2= 1 (2)...()1 1 2= (2) 2= 0 (2)...()1 242 (10) = (2) (2) = 242 (10) (2) 2 A A= A (2) = 121 (10) A 2
43 (121) () 242 (10) (2) = 121 (10) (60) (1) (1) 159 (2) 2152 (3) Coffee Break Coffee Break 2-1(27 ) = (2) = (2) 0.3 = (2) C C Coffee Break 4-1(65 ) CASL II
44 30 2 (2) =30... ()2 362 (8) 8= 36 (8)...() =3... ()6 36 (8) 8= 3 (8)...() 6 3 8=0... ()3 6 (8) 8= 0 (8)...() (10) = 362 (8) 362 (8) = 242 (10) 362 (8) (8) = (8) =30 (10) 362 (8) (8) 2 (8) 362 (8) (124 ) (2) 8 = (2)...()010 (2) (2) 8= 11 (2)...()110 (2) (2) 8= 0 (2)...()011 (2) (8) 3 8 (=3) 30 8 (=6) (=2) { }} { { }} { { }} {
45 (2) (1) 159 (2) 2152 (3) (3) AF = () = 0... ()15 F 242 (10) =F2 (16) (3) (1) 159 (2) 2152 (3) (2) (3 0 ) (4 0 ) (2) (2) (8) 1 6 (16) (2) =26 (8) (2) =16 (16)
46 (1) (2) (2) (2) (3) (2) (8) 123 (16) (8) (16) (2) (2) 123 (8) = (2) 123 (16) = (2) (1) 156 (8) (2) FFAB (16) (8) (8) (2) 123 (8) (2) (2) (2) (16) (8) =53 (16)
47 (16) (16) (2) 123 (16) (2) (8) (16) = 443 (8) (1) 1234 (8) (2) ABCD (16) (3) 7777 (8) n 10 n m 5 m 4 m 3 m 2 m 1 m 0 10 m 5 n 5 + m 4 n 4 + m 3 n 3 + m 2 n 2 + m 1 n 1 + m 0 n m m m m m m m m m m m m m m m m m m (2) 245 (8) 3EA2 (16) (2) = = = = (8) = = = 165 3EA2 (16) = E A = = = ABCDEF
48 (2) 245 (8) 3EA2 (16) = = E A = (1) (2) (2) (8) (3) FC (16) 2 [ 2-1] 10 (a) 2 (1) 5 (2) 10 (3) 45 (4) 650 (5) 1025 (b) 8 (1) 7 (2) 125 (3) 3333 (4) (5) (c) 16 (1) 100 (2) 2345 (3) 1025 (4) (5) [ 2-2] 10 (1) (2) (2) 726 (8) (3) (8) (4) (16) (5) CAFE (16) (6) 12BC34F (16) [ 2-3] 1 (1) (2) (2) (2) (3) (8) (4) (8) (5) AB012 (16) (6) FD01FFE (16) (7) 12ABC (16) (8) FFFFFF (16) [ 2-4] 2 (1) (2) (2) (2) (2) (2) (3) (2) (2) [ 2-5] ?
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