Математическое моделирование в литейном производстве. Черный А.А. - 148 стр.

7430 FOR K5 = 1 TO X: F(K5) = F3 + K5 * F4
7435 PRINT #1, "F("; K5; ")= "; F(K5)
7440 H(K5) = H3 + K5 * H4: PRINT #1, "H("; K5; ")= "; H(K5)
7450 IF I0 = 76 GOTO 7510
7460 IF I0 = 77 GOTO 7520
7470 IF I0 = 78 GOTO 7530
7480 IF I0 = 79 GOTO 7540
7490 IF I0 = 80 GOTO 7550
7500 IF I0 = 81 GOTO 7560
7510 GOSUB 4150: GOSUB 4170: GOSUB 4450: GOTO 7570
7520 GOSUB 4150: GOSUB 4250: GOSUB 4490: GOTO 7570
7530 GOSUB 4150: GOSUB 4340: GOSUB 4530: GOTO 7570
7540 GOSUB 4210: GOSUB 4250: GOSUB 4580: GOTO 7570
7550 GOSUB 4210: GOSUB 4340: GOSUB 4630: GOTO 7570
7560 GOSUB 4290: GOSUB 4340: GOSUB 4690: GOTO 7570
7570 PRINT #1, "Z("; K5; ")="; Z(K5)
7575 NEXT K5: GOTO 8001
7580 F3 = 0: F4 = 0: H3 = 0: H4 = 0: L3 = 0: L4 = 0
7590 K5 = 0: PRINT #1, "ФАКТОРЫ
F(1)=F3+F4,H(1)=H3+H4,L(1)=L3+L4"
7595 FOR J = 1 TO X: F(J) = 0: H(J) = 0: L(J) = 0: Z(J) = 0: NEXT J
7600 X = 0: PRINT #1, "F4,H4,L4- ШАГ ПРИРАЩЕНИЯ 1,2,3-ГО
ФАКТОРОВ"
7601 PRINT "F4,H4,L4- ШАГ ПРИРАЩЕНИЯ 1,2,3-ГО ФАКТО-
РОВ"
7602 PRINT #1, "X-КОЛИЧЕСТВО ЗНАЧЕНИЙ 1,2,3-ГО ФАКТО-
РОВ"
7603 PRINT "X-КОЛИЧЕСТВО ЗНАЧЕНИЙ 1,2,3-ГО ФАКТОРОВ"
7610 PRINT "ВВОД ПРИНЯТЫХ ВЕЛИЧИН X,F3,F4,H3,H4,L3,L4"
7620 INPUT X, F3, F4, H3, H4, L3, L4
7630 PRINT #1, "X="; X; "F3="; F3; "F4="; F4; "H3="; H3;
7640 PRINT #1, "H4="; H4; "L3="; L3; "L4="; L4
7650 FOR K5 = 1 TO X: F(K5) = F3 + K5 * F4
7655 PRINT #1, "F("; K5; ")="; F(K5)
7660 H(K5) = H3 + K5 * H4: PRINT #1, "H("; K5; ")="; H(K5)
7670 L(K5) = L3 + K5 * L4: PRINT #1, "L("; K5; ")= "; L(K5)
7680 GOSUB 4150: GOSUB 4170: GOSUB 4190: GOSUB 4770:
GOTO 7685
7685 PRINT #1, "Z("; K5; ")="; Z(K5): NEXT K5: GOTO 8001
8001 PRINT #1, "ВЫЯВЛЕНИЕ MAX Z(K5) И MIN Z(K5)": K8 = 0:
K8 = Z(1)
8002 PRINT "ВВОД I0=90-ПРОДОЛЖЕНИЕ"
8004 INPUT I0


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