| ²é¿´: 511 | »Ø¸´: 0 | |||
20033657Òø³æ (СÓÐÃûÆø)
|
[½»Á÷]
¡¾ÇóÖú¡¿Çó´óÏÀ¿´¿´Õâ¸ö³ÌÐòÔõôÐÞ¸Ä
|
|
PROGRAM EMP CHARACTER*10 FIL1,KWORD DIMENSION A(10,500),X(10,3) !¶¨ÒåÁ½¸öÊý×é REAL X !TNTµÄ²ÎÊý VD=6930 !m/s DEN=1.630 !g/cm3 ! PH=21*10E9 !pa ! write(*,*)' AN or other EXPLOSIVE? (AN=1)' ! r=(vd*vd/1608/1608+1.)**.5 !ï§ÓͶ෽ָÊýµÄ¼ÆËã !DEN,TIE·Ö±ðΪըҩµÄÃܶȺͺñ¶È DEN=1.63 TIE=20 !DEP,TIP·Ö±ðΪƽ°åµÄÃܶȺͺñ¶È DEP=1.7 TIP=8 !Q±íʾÖÊÁ¿±È Q=(DEN*TIE)/DEP/TIP !R¼´ÎªµÈìØÖ¸ÊýK µ¥Î»·Ö±ðΪkg/m3,m/s,pa !»òÕßΪg/cm3,km/s,Gpa R=2.72 !R=DEN0*VD**2/PH-1.0 !½Ç¶È CTA=30 !²åÖµµãÊý N=20 EPS=0.001 WRITE(*,3)Q,R,TIE !QÖÊÁ¿±ÈR¶à·½Ö¸Êý¼°GUMMA WRITE(*,7)VD,DEN !Õ¨Ò©µÄ±¬ËÙºÍÃÜ¶È 7 FORMAT(6H Vd=,F7.2,5H(m/s),10H DENSITYe=,F5.3,9H(g/cm**3)) 3 FORMAT(4H R=,F7.4,9H GAMMA=,F5.3,22H Explosive thickness, & F8.4,4H(mm)) WRITE(*,5) 5 FORMAT(' Angle(DEG) Vp(m/s) H(mm) P(GPa) X(mm)') DEM=DEN/2. SS=1.0172 ! CALL MMM(DEM,VD,R,EPS,CTA,SS,CTAB) !CTA(Ö¸µÄÊǽǶÈ)×ÓÀýÐгÌÐò CALL PMFRI(N,2.2292,4.2945,R,A,0.,0.,1.) !Îñ±Ø×¢ÒâÕâÁ½²½µÄ×÷Óà DO 10 I=N,1,-1 DO 10 J=1,10 10 A(J,I+1)=A(J,I) DO 20 J=1,10 20 A(J,1)=0. A(7,1)=3.1415926/2. DD=-180./3.1415926*A(1,1) !½Ç¶Èת»¯ DV=-VD*2.*SIN(A(1,1)/2.) !Ì©ÀÕ¹«Ê½¼ÆËãµÄÅ×ÖÀËÙ¶È DHH=-TIE*A(9,1) !Õ¨Ò©µÄºñ¶È³ËÒÔ½Ç¶È PH=DEN*(VD/1000.)**2/(R+1.) !±¬ºä²¨Í·µÄѹÁ¦ WRITE(*,4)DD,DV,DHH,PH,A(8,1)*Tie 4 FORMAT(10(1X,F9.4)) 200 DO 30 J=1,10 X(J,1)=A(J,1) 30 X(J,2)=A(J,2) CALL RIM(X,R,-1,Q,EPS,P) !µ÷Óñ߽ç²åÖµº¯Êý DO 40 I=1,10 40 A(I,1)=X(I,3) DD=-180./3.1415926*A(1,1) DV=-VD*2.*SIN(A(1,1)/2.) DHH=-TIE*A(9,1) ! WRITE(*,4)P PµÄÊýÖµ WRITE(*,4)DD,DV,DHH,P*PH,A(8,1)*Tie,A(1,1),A(4,1),A(2,1),A(6,1) N=N-1 DO 50 I=1,N DO 60 J=1,10 X(J,1)=A(J,I) 60 X(J,2)=A(J,I+2) CALL INSIDE(X,EPS) !µ÷ÓÃÄÚ²¿²åÖµº¯Êý DO 70 J=1,10 70 A(J,I+1)=X(J,3) 50 CONTINUE IF(N.EQ.1) GOTO 100 GOTO 200 100 WRITE(*,*)' Anther Calculation(Y/N)?' ! READ(*,'(A)')KWORD ! IF(KWORD.EQ.'Y') GOTO 909 ! WRITE(*,77)FIL1 STOP END C plane-fluid subrountine !******************************* !µÈìØµÄѹÁ¦¹ØÏµ !******************************* FUNCTION PS(X)!ÃܶÈÎÒ±äÁ¿ V=1.63/X A=373.8 !A,B,C GPA B=2.747 CC=0.734 R1=4.15 R2=0.90 W=0.3 PS=(A*EXP(-R1*V)+B*EXP(-R2*V)+CC/(V**(W+1)))*1.0 RETURN END !******************************* !µÈìØµÄ±ÈÄÚÄܺ¯Êý !******************************* FUNCTION ES(X) !XÖ¸µÄÊÇÃÜ¶È V=1.63/X A=373.8 !A,B,C GPA B=2.747 CC=0.734 R1=4.15 R2=0.90 W=0.3 ES=A*EXP(-R1*V)/R1+B*EXP(-R2*V)/R2+CC/(V**W)/W RETURN END !******************************* !µÈìØµÄÉùËÙº¯Êý !******************************* !XÖ¸µÄÊÇÃÜ¶È FUNCTION CS(X)! ÉùËٵĺ¯Êý V=1.63/X A=373.8 !A,B,C GPA B=2.747 CC=0.734 R1=4.15 R2=0.90 W=0.3 DPV=-A*R1*EXP(-R1*V)-B*R2*EXP(-R2*V)-(W+1)*CC/V**(W+1) CS2=-V**2/X*DPV CS=SQRT(CS2) RETURN END !******************************* !ÆÕÀÊÌØ-ÂõÒ®º¯Êý !******************************* !XÖ¸µÄÊÇÃÜ¶È FUNCTION F(X) !ÆÕÀÊÌØº¯ÊýÐèÒªÐÞ¸ÄCSʱº¬ÓбäÁ¿µÄº¯Êý ! XI=ES(X)+PS(X)/X ! XI0=ES(DENH)+PS(DENH)/DENH+0.5*qH**2 XX=LOG(SQRT(30-XI(X)))!XI0ÐèÒª´øÈë F=-SQRT((2.0*EXP(2.0*XX)-CS(X)**2)/CS(X)**2) END !******************************* !¶¨ÒåÁËìʵĺ¯Êý !******************************* FUNCTION XI(X) XI=ES(X)+PS(X)/X END !******************************* !ÐÁÆÕÉú»ý·Öº¯Êý !******************************* FUNCTION SIMPSON(F,A,B,N) H=(B-A)/(2.0*N) S=F(A)-F(B) DO I=1,N S1=F(A+(2.0*I-1)*H) S2=F(A+2.0*I*H) S=S+4.0*S1+2.0*S2 END DO SIMPSON=H/3.0*S END !********************************* !ÀûÓÃÐÁÆÕÉú»ý·ÖÇóµÃÂíºÕ½Ç !********************************* FUNCTION V(X) V=SIMPSON(F(X),30.0,XI(X),20) RETURN END !******************************* !ÆÕÂõº¯ÊýµÄ·´º¯Êý !******************************* FUNCTION VN(Q,EPS) !·´º¯Êý!Q½Ç¶ÈRµÈìØÖ¸ÊýÐèÒªÐÞ¸Ä Y0=0. Y1=2. IF(V(Y1).LE.Q)THEN Y0=Y1 Y1=5. END IF IF(V(Y1).LE.Q)THEN Y0=Y1 Y1=10. END IF IF(V(Y1).LE.Q)THEN Y0=Y1 Y1=15. END IF IF(V(Y1).LE.Q)THEN Y0=Y1 Y1=20. END IF IF(V(Y1).LE.Q)THEN Y0=Y1 Y1=30. END IF 1 YY=(Y0+Y1)/2. IF(V(YY).LE.Q)THEN Y0=YY ELSE Y1=YY !VNµÃ³öÀ´µÄÊÇa=log(i0-i) END IF IF(ABS(Y1-Y0).LT.(.01*EPS)) GOTO 2 GOTO 1 2 VN=YY RETURN END !******************************* !ÕýÏÒº¯ÊýµÄ·´º¯Êý !******************************* FUNCTION ASINN(X) ASINN=ATAN(1./X) RETURN END !******************************* !ìʵķ´º¯Êý !******************************* FUNCTION VI(Q,EPS) Y0=0. Y1=2. IF(XI(Y1).LE.Q)THEN Y0=Y1 Y1=5. END IF IF(XI(Y1).LE.Q)THEN Y0=Y1 Y1=10. END IF IF(XI(Y1).LE.Q)THEN Y0=Y1 Y1=15. END IF IF(XI(Y1).LE.Q)THEN Y0=Y1 Y1=20. END IF IF(XI(Y1).LE.Q)THEN Y0=Y1 Y1=30. END IF 3 YY=(Y0+Y1)/2. IF(XI(YY).LE.Q)THEN Y0=YY ELSE Y1=YY !VNµÃ³öÀ´µÄÊÇa=log(i0-i) END IF IF(ABS(Y1-Y0).LT.(.01*EPS)) GOTO 4 GOTO 3 4 VI=YY RETURN END !******************************* !ÄÚ²¿²åÖµº¯Êý ÒÑÐÞ¸Ä »¹ÐèÒªÐÞ¸ÄìÊ0£¬VN !******************************* SUBROUTINE INSIDE(X,EPS) DIMENSION X(10,3) X(1,3)=(X(10,2)-X(10,1)+X(1,1)+X(1,2))/2. X(10,3)=X(1,3)-X(1,1)+X(10,1) X(5,3)=VN(X(10,3),EPS) X(3,3)=30.0-EXP(2.0*X(5,3))!X(3,0)Ö¸µÄÊÇI0 X(2,3)=VI(X(3,3),EPS) X(6,3)=SQRT(2.0*EXP(2.0*X(5,3))/CS(X(2,3))**2) X(7,3)=ASINN(X(6,3)) A=1./TAN(X(1,1)+X(7,1)) B=1./TAN(X(1,2)-X(7,2)) X(9,3)=(X(8,2)-X(8,1)+A*X(4,1)-B*X(9,2))/(A-B) X(8,3)=X(8,1)+A*(X(9,3)-X(9,1)) RETURN END !******************************* !±ß½ç²åÖµº¯Êý !******************************* SUBROUTINE RIM(X,R,K,Q,EPS,PRESS) DIMENSION X(10,3) A=1./TAN(X(1,2)+K*X(7,2)) F=X(1,2)+K*X(7,2) PK1=P(X(2,1))*Q/(R+1.) PK=PK1 DO 10 I=1,2 SINF=SIN(X(1,1)-F) X(1,3)=X(1,1)-K*(X(3,2)-X(3,1)-A*(X(4,2)-X(4,1)))*SIN(F)/SINF & *PK X(10,3)=FLOAT(K)*(X(1,3)-X(1,1))+X(10,2) X(5,3)=VN(X(10,3),EPS) X(3,3)=X(3,0)-EXP(2.0*X(5,3)) ! X(2,3)=VI(X(3,3)) !VIÊÇìʵķ´º¯Êý X(6,3)=SQRT(2.0*EXP(2.0*X(5,3))/(CS(X(2,3))**2)) X(7,3)=ASINN(X(6,3)) PK3=PK1+(X(3,3)-X(3,1))/0.5/(X(2,1)+X(2,3))*Q/(R+1.) PK=.5*PK1+.5*PK3 10 CONTINUE X(8,3)=(SIN(X(1,3))-SIN(X(1,1)))*K/PK+X(8,1) X(9,3)=(COS(X(1,1))-COS(X(1,3)))*K/PK+X(9,1) PRESS=PK/(Q/(R+1.))!¼ÆËãPµÄ±í´ïʽ RETURN END !******************************* !ÃܶÈÁ÷³õֵѡȡ ÒÑÐÞ¸Ä !******************************* SUBROUTINE PDENFRI(N,DEN0,DENM,R,X,Q0,X0,Y0) DIMENSION X(10,N) DO 1 I=1,N X(2,I)=DEN0+(DENM-DEN0)/(N-1)*(I-1) IF(X(2,I).LE..1E-6)THEN X(2,I)=DEN0+0.1E-6 END IF X(3,I)=ES(X(2,I))+PS(X(2,I))/X(2,I) ! X(4,I)=VI(X(3,I)) X(5,I)=LOG(SQRT(30.0-X(3,I))) X(6,I)=SQRT(2.0*EXP(2.0*X(5,I))) X(7,I)=ASIN(X(5,I)) X(8,I)=X0 X(9,I)=Y0 X(10,I)=V(X(5,1)) !ÐèÒª¿¼ÂÇһϠX(1,I)=V(X(5,I))+Q0 1 CONTINUE RETURN END |
» ²ÂÄãϲ»¶
080500Çóµ÷¼Á
ÒѾÓÐ5È˻ظ´
269µç×ÓÐÅÏ¢Çóµ÷¼Á£¬¿Éתרҵ
ÒѾÓÐ5È˻ظ´
285Çóµ÷¼Á
ÒѾÓÐ15È˻ظ´
265Çóµ÷¼Á
ÒѾÓÐ8È˻ظ´
274Çóµ÷¼ÁÇóµ÷¼Á
ÒѾÓÐ5È˻ظ´
284Çóµ÷¼Á
ÒѾÓÐ4È˻ظ´
ÍÁľˮÀûר˶276·ÖÇóµ÷¼Á
ÒѾÓÐ4È˻ظ´
²ÄÁÏ¿¼ÑÐÇóµ÷¼Á×Ü·Ö280
ÒѾÓÐ9È˻ظ´
285Çóµ÷¼Á
ÒѾÓÐ6È˻ظ´
²ÄÁϵ÷¼Á
ÒѾÓÐ9È˻ظ´
ÕÒµ½Ò»Ð©Ïà¹ØµÄ¾«»ªÌû×Ó£¬Ï£ÍûÓÐÓÃŶ~
´óÏÀÃǰïæ¿´¿´ÕâÊÇʲôÒâË¼ÄØ£¿²»¶®
ÒѾÓÐ5È˻ظ´
ÐÞ¸ÄÒâ¼û ¸÷λ´óÏÀ°ïæ¿´Ò»ÏÂʲôÒâ˼
ÒѾÓÐ4È˻ظ´
¼±Ç󣺸÷λ´óÏÀ£¬ÄÄλ֪µÀÎÄÕÂÐÞ¸ÄÖØÍ¶ºóIDºÅ»á¸Ä±äÂð£¿
ÒѾÓÐ9È˻ظ´
MFC Öе¥ÎĵµÓ¦ÓóÌÐò¿ò¼Ü ÈçºÎµ÷ÓÃÆäËû¹¦ÄܵĶԻ°¿ò£¿
ÒѾÓÐ13È˻ظ´
Ò»¶ÎÖÐÎĵķÒ룬¸÷λ´óÏÀÄÜ·ñ°ïæÐÞ¸ÄÏÂ
ÒѾÓÐ5È˻ظ´
perl³ÌÐòÇóÖú£¬Çë´óÉñÃǴͽÌ~~~
ÒѾÓÐ9È˻ظ´
Çó°ïæ¿´Ò»ÏÂIV curve
ÒѾÓÐ3È˻ظ´
´ó¼Ò°®°ïÎÒ¿´¿´Õâ¶ÎMATLAB³ÌÐòΪɶ³ö´íÁË
ÒѾÓÐ5È˻ظ´
Çë°ïæ±àдһ¸öperl³ÌÐò´¦ÀíÎı¾
ÒѾÓÐ26È˻ظ´
¸÷λ´óÏÀ°ïÎÒ½â¸öСÀ§»ó°¡
ÒѾÓÐ16È˻ظ´
Çó´óÏÀ°ïæ½â¾öÒ»¸öBÀà´íÎ󣡣¡Ð»Ð»
ÒѾÓÐ5È˻ظ´
¼±ÇóÒ»¸ömatlab±àÂ룬¸÷λÈç¹ûÖªµÀÒ»¶¨Òª°ïÎÒÒ»°Ñ°¡
ÒѾÓÐ10È˻ظ´
CÓïÑÔ±äÁ¿ÎÊÌ⣬ÇóÖú´óÏÀ£¡£¡
ÒѾÓÐ17È˻ظ´
MCÒ»¸ö¼òµ¥µÄ³ÌÐò£¬ÔËÐв»ÁË£¬ÄÄλ´óÏÀ°ï¿´¿´Ôõô»ØÊ¡£¶àл£¡
ÒѾÓÐ7È˻ظ´
Çë¸÷λ´óÏÀ°ïæ¿´¿´ÈçºÎÐÞ¸Ä
ÒѾÓÐ6È˻ظ´
Çë¸÷λ´óÏÀ°ïæ¿´¿´£ºÃº¶Ñ×Ôȼ±ß½çÌõ¼þÉèÖÃÎÊÌ⡣лл£¡
ÒѾÓÐ6È˻ظ´
Çó°ïæ°¡~ matlabÒ»¶àÏîʽ½á¹ûÌ«³¤£¬Ôõôдµ½txtÀ
ÒѾÓÐ14È˻ظ´
Çó¸÷λǰ±²°ï棡matlab½â¸´Êý·½³Ì£¬³öÏÖͼÖеľ¯¸æ£¬ÔõÀ´ÐÞ¸ÄÄØ£¿Ð»Ð»Á˰¡
ÒѾÓÐ5È˻ظ´
°ïÎÒ¿´¿´ÕâÑùÃ÷ÄêÓÐûÓбØÒª¼ÌÐøÉ걨£¿
ÒѾÓÐ6È˻ظ´
¡¾ÇóÖú¡¿ÇóÖúÄÄλ´óÏÀ°ïÎÒ·ÖÎöϵç×ÓÃܶȲî·Öͼ
ÒѾÓÐ16È˻ظ´
¡¾ÇóÖú¡¿°ïæ¿´Ò»¸ö³ÌÐò
ÒѾÓÐ16È˻ظ´
¡¾ÇóÖú¡¿ÓÐûÓÐÄÄλ´óÏÀ±¨¿¼µÄ¶¨Ïò²©Ê¿¿¼ÉϺó¸ÄΪ·Ç¶¨ÏòµÄ£¿
ÒѾÓÐ10È˻ظ´
¿ÆÑдÓСľ³æ¿ªÊ¼£¬ÈËÈËΪÎÒ£¬ÎÒΪÈËÈË














»Ø¸´´ËÂ¥
µã»÷ÕâÀïËÑË÷¸ü¶àÏà¹Ø×ÊÔ´