Главная Журналы 0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 [ 61 ] 62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99 ASUM=0. WSUM=0. TSOM=0. DO 200 J=2,M2 DO 200 1=2,L2
AR=XCV(I)*YCV(J)
ASUM=ASUM+AR
WSUM=WSUM+W(I,J)*AR
TSUM=TSOM+W(I,J)*T(I,J)*AR 200 CONTINUE
WBAR=WSUM/ASUM TB=TSUM/(WSUM+SMALL) WP=2.*X(L1)+Y(M1) DH=4.*ASUM/WP RE=DH*WBAR*DEN/AMU
FRE=-2.*DPDZ*DH/(DEN*WBAR**2+SMALL)*RE
TWAV=0.
DO 210 1=2,L2
TWAV=TWAV+XCV(I)*T(I,1) 210 CONTINUE
TWAV=TWAV/X(LI)
ANU=QW*DH/(COND*(TWAV-TB)+SMALL) DO 220 IUNIT=IU1,IU2
IF(ITER.EQ.O) WRITE(IUNIT,230) 2 30 FORMAT(2X,ITER,4X,W(5,8),4X,W(3,7),
1 4X,T(5,8),4X,T(3,7),5X,•FRE,8X,-NU)
WRITE(lUNIT,24 0) ITER,W(5,8),W(3,7),T(5,8), 1 T (3,7) ,FRE,ANU
240 FORMAT(3X,I2,2X,1P6E10.2) 220 CONTINUE
IF(ITER.EQ.LAST) THEN COME HERE TO CALCULATE LOCAL NU ON BOTTOM WALL DO 250 1=2,L2
ANULOC=QW*DH/(COND*(T(I,1)-ТВ)+SMALL) DO 260 IUNIT=IU1,IU2
IF(I.EQ.2) WRITE(IUNIT,270) 270 FORMAT( , I ,8X, X(I) , 7X,
1 -LOCAL NU (BOTTOM WALL)•)
WRITE(lUNIT,280) I,X(I),ANULOC 280 FORMAT(IX,12,5X,1PE9.2, IIX, 1PE9.2)
260 CONTINUE
250 CONTINUE
DO 290 J=1,M1 DO 290 1=1,LI
F(I,J,3)=W(I,J)/WBAR F(I,J,4)=(T(I,J)-TWAV)/(TB-TWAV) 290 CONTINUE
CALL PRINT CALL PLOT ENDIF RETURN
С CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC
ENTRY PHI IF(NF.EQ.l) THEN
DO 300 J=2,M2
DO 300 1=2,L2
GAM(I,J)=AMO SC(I,J)=-DPDZ 300 CONTINUE ENDIF
IF(NF.EQ.2) THEN
DTDZ=QW*X(L1)/(WSUM*RHOCP) DO 320 J=2,M2 DO 320 1=2,L2 GAM(I,J)=COND SC(I,J)=-RHOCP*DTDZ*W(I,J) 320 CONTINUE ENDIF
COME HERE TO SPECIFY BOUNDARY CONDITIONS DO 310 J=2,M2 KBCLl(J)=2 310 CONTINUE
IF(NF.EQ.2) THEN DO 330 J=2,M2 KBCIl(J)=2 3 30 CONTINUE
DO 340 1=2,L2 KBCJl(I)=2 FLXCJl(I)=QW KBCMl(I)=2 34 0 CONTINUE ENDIF RETURN END
С CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC
10.1.5. Результаты расчетов
RESULTS OF CONDUCT FOR CARTESIAN COORDINATE SYSTEM
RECTANGULAR DUCT WITH ONE HEATED WALL
ITER | | W(5,8) | | W(3,7) | T(5,8) T(3,7) | | | | |
| | . OOE+00 | | . OOE+00 | 0.OOE+00 O.OOE+00 | | OOE+00 | | .33E+20 |
| | .46E-02 | | ,40E-02 | O.OOE+00 O.OOE+00 | | llE+01 | | .33E+20 |
| | .46E-02 | | ,40E-02 | 0.OOE+00 O.OOE+00 | | llE+01 | | .33E+20 |
| | ,46E-02 | | ,40E-02 | O.OOE+00 O.OOE+00 | | llE+01 | | .33E+20 |
| | ,46E-02 | | .40E-02 | 4.41E-02 1.43E-01 | | llE+01 | | .49E+00 |
| | . 46E-02 | | .40E-02 | 4.41E-02 1.43E-01 | | llE+01 | | .49E+00 |
| | .4 6E-02 | | , 40E-02 | 4.41E-02 1.43E-01 | | llE+01 | | .49E+00 |
| | X(I) | | LOCAL NU (BOTTOM WALL) | | | |
| | .25E-02 | | | 3.14E+00 | | | | |
| | ,39E-01 | | | 3.24E+00 | | | | |
| | .37E-01 | | | 3.45E+00 | | | | |
| | ,53E-01 | | | 3.68E+00 | | | | |
| | ,83E-01 | | | 3.84E+00 | | | | |
| | | | | 3 4 | | | | |
X= 0 | .OOE+00 7 | .25E-02 2 | .39E-01 4.37E-01 6 | .53E-01 8 | | 3E-01 1 |
J= 1 2 3 4 5 6 7
Y= O.OOE+00 3.62E-02 1.19E-01 2.19E-01 3.27E-01 4.41E-01 5.59E-01 J= a 9 10 11 12
Y= 6.73E-01 7.81E-01 8.81E-01 9.64E-01 1.OOE+OO
****** AXIAL VELOCITY W ******
| | | | | | | | | | | | | | |
J 12 | | OOE+OO | | OOE+OO | | OOE+00 | | OOE+00 | | OOE+OO | | OOE+OO | | OOE+00 |
| | OOE+00 | | 77E-03 | | 03E-02 | | 36E-02 | | 53E-02 | | 61E-02 | | 62E-02 |
| | OOE+OO | | 25E-02 | | 99E-02 | | 05E-02 | | 61E-02 | | 85E-02 | | 88E-02 |
| | OOE+OO | | 84E-02 | | 65E-02 | | 44E-02 | | 41E-02 | | 82E-02 | | 88E-02 |
| | OOE+00 | | 22E-02 | | 81E-02 | | 17E-02 | | 46E-02 | | OOE-01 | | OlE-01 |
| | OOE+OO | | 41E-02 | | 40E-02 | | 09E-02 | | 06E-01 | | 12E-01 | | 13E-01 |
| | OOE+OO | | 41E-02 | | 40E-02 | | 09E-02 | | 06E-01 | | 12E-01 | | 13E-01 |
| | OOE+00 | | 22E-02 | | 81E-02 | | 17E-02 | | 46E-02 | | OOE-01 | | OlE-Ol |
| | OOE+00 | | 84E-02 | | 65E-02 | | 44E-02 | | 41E-02 | | 82E-02 | | 88E-02 |
| | OOE+OO | | 25E-02 | | 99E-02 | | 05E-02 | | 61E-02 | | 85E-02 | | 88E-02 |
| | OOE+OO | | 77E-03 | 1.03E-02 | | 36E-02 | | 53E-02 | | 61E-02 | | 62E-02 |
| | OOE+00 | | OOE+OO | | OOE+00 | | OOE+00 | | OOE+00 | | OOE+00 | | OOE+00 |
TEMPERATURE
| | | | | | | | | | | | | | | |
| | OOE+00 | | 18E-02 | 6.89E-02 | | 47E- | | | OlE- | 02 | | 59E-03 | | OOE+OO |
| | 37E-02 | | 23E-02 | 6.92E-02 | | 49E- | | | OlE- | | | 58E-03 | | 59E-03 |
| | 76E-02 | | 60E-02 | 7.17E-02 | | 60E- | 02 | | 04E- | 02 | | 50E-03 | | 46E-C3 |
| | 99E-02 | | 81E-02 | 8.15E-02 | | 35E- | 02 | | 62E- | | | 43E-03 | | 29E-03 |
| | 24E-01 | | 22E-01 | 1.04E-01 | | 32E- | 02 | | 41E- | | | 65E-02 | | 42E-02 |
| | 65E-01 | | 63E-01 | 1.43E-01 | | llE- | 01 | | 06E- | | | 24E-02 | | OOE-02 |
| | 24E-01 | | 22E-01 | 2.02E-01 | | 70E- | 01 | | 39E- | | | 21E-01 | | 19E-01 |
| | 98E-01 | | 96E-01 | 2.77E-01 | | 47E- | | | 17E- | | | OOE-01 | | 97E-01 |
| | 81E-01 | | 79E-01 | 3.63E-01 | | 35E- | 01 | | 07E- | | | 91E-01 | | 89E-01 |
| | 68E-01 | | 67E-01 | 4.52E-01 | | 27E- | 01 | | OlE- | | | 85E-01 | | 83E-01 |
| | 47E-01 | | 46E-01 | 5.33E-01 | | 09E- | | | 84E- | | | 68E-01 | | 66E-01 |
| | OOE+00 | | 82E-01 | 5.69E-01 | | 45E- | 01 | | 20E- | | | 05E-01 | | OOE+OO |
****** w/WBAR ******
1 = J
| | OOE+00 | | OOE+00 | | OOE+00 | | OOE+00 | 0.OOE+00 | | OOE+OO | | OOE+OO |
| | OOE+00 | | 20E-02 | | 78E-01 | | 34E-01 | 2.63E-01 | | 76E-01 | | 78E-01 |
| | OOE+00 | | 16E-01 | | 15E-01 | | 96E-01 | 7.93E-01 | | 34E-01 | | 39E-01 |
| | OOE+OO | | 16E-01 | | OOE-01 | | llE+00 | 1.27E+00 | | 35E+00 | | 35E+00 |
| | OOE+00 | | 82E-01 | | 98E-01 | | 40E+00 | 1.63E+00 | | 72E+00 | | 74E+00 |
| | OOE+00 | | 15E-01 | | lOE+00 | | 56E+00 | 1.82E+00 | | 93E+00 | | 94E+00 |
| | OOE+OO | | 15E-01 | | lOE+00 | | 56E+00 | 1.82E+00 | | 93E+00 | | 94E+00 |
| | OOE+00 | | 82E-01 | | 98E-01 | | 40E+00 | 1.63E+00 | | 72E+00 | | 74E+00 |
| | OOE+OO | | 16E-01 | | OOE-01 | | llE+00 | 1.27E+00 | | 35E+00 | | 35E+00 |
| | OOE+00 | | 16E-01 | | 15E-01 | | 96E-01 | 7.93E-01 | | 34E-01 | | 39E-01 |
| | OOE+00 | | 20E-02 | | 78E-01 | | 34E-01 | 2.63E-0I | | 76E-01 | | 78E-01 |
| | OOE+00 | | OOE+OO | | OOE+OO | | OOE+00 | O.OOE+00 | | OOE+00 | | OOE+00 |
0 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 32 33 34 35 36 37 38 39 40 41 42 43 44 45 46 47 48 49 50 51 52 53 54 55 56 57 58 59 60 [
61 ]
62 63 64 65 66 67 68 69 70 71 72 73 74 75 76 77 78 79 80 81 82 83 84 85 86 87 88 89 90 91 92 93 94 95 96 97 98 99