Hi Guys, today I'm giving you the link of another book on Tensor Analysis named "Tensor Analysis With Applications - A I Borisenko"
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Tuesday, August 03, 2010Link of books on Tensor Analysis: Tensor Analysis With ApplicationsHi Guys, today I'm giving you the link of another book on Tensor Analysis named "Tensor Analysis With Applications - A I Borisenko"
Here is the link
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Books
Saturday, July 31, 2010Link of books on Tensor AnalysisGuys, Happy Friendship Day :) Today I'm giving you the link of a book on Tensor Analysis.
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Vector Analysis by Schaum's Outline Series Here is the link.
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Books
Friday, July 30, 2010Link of books on Differential Geometry.Hey guys, I've found two books on differential geometry.
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The first book is by Schaum's Outline Series Here is the Link Here is another link . The second book is An Introduction to Differential Geometry Here is the link1 & link2 . This book needs DJVU reader to be opened. Here's the link for the DJVU reader.
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Books
Thursday, July 29, 2010Link of book on Partial Differential EquationHey guys, I've got a link of a book on PDE. It's just 3.32 MB. Go check it, here's the link
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Go to this website & click on "Request download ticket" at the bottom of the page & then click on "download". You'll get it.
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Books
Wednesday, March 17, 2010Assignment 15 : ADAMS 4TH ORDER PREDICTOR-CORRECTOR METHOD PROGRAM PCMET
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OPEN(1,'INPUT.DAT') OPEN(2,'OUTPUT.DAT') READ(1,*)A,B,N,Y0 CALL PCM(A,B,N,Y0) END PROGRAM SUBROUTINE PCM(A,B,N,Y0) F(T,Y)=Y-T*T+1 G(T)=(T+1)**2-0.5*EXP(T) REAL::T(0:N),W(0:N),K1,K2,K3,K4 WRITE(2,*)'ADAMS 4TH ORDER PC METHOD:' WRITE(2,10) 10 FORMAT(3X,'T',9X,'W',8X,'EXACT',5X,'ERROR') H=(B-A)/N T(0)=A W(0)=Y0 WRITE(2,11)T(0),W(0),G(T(0)),ABS(W(0)-G(T(0))) 11 FORMAT(2X,F4.2,2X,F9.6,2X,F9.6,2X,F9.6) DO I=0,2 K1=H*F(T(I),W(I)) K2=H*F(T(I)+0.5*H,W(I)+0.5*K1) K3=H*F(T(I)+0.5*H,W(I)+0.5*K2) K4=H*F(T(I)+H,W(I)+K3) W(I+1)=W(I)+(K1+2*K2+2*K3+K4)/6 T(I+1)=A+(I+1)*H WRITE(2,11)T(I+1),W(I+1),G(T(I+1)),ABS(W(I+1)-G(T(I+1))) END DO DO I=3,N-1 T(I+1)=A+(I+1)*H W(I+1)=W(I)+H*(55*F(T(I),W(I))-59*F(T(I-1),W(I-1))+37*F(T(I-2),W( 1I-2))-9*F(T(I-3),W(I-3)))/24 W(I+1)=W(I)+H*(9*F(T(I+1),W(I+1))+19*F(T(I),W(I))-5*F(T(I-1),W(I-1 1))+F(T(I-2),W(I-2)))/24 WRITE(2,11)T(I+1),W(I+1),G(T(I+1)),ABS(W(I+1)-G(T(I+1))) END DO END SUBROUTINE
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FORTRAN Codes
Assignment 14 : Adam - Moulton 4 Step Implicit Method PROGRAM AMMET
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OPEN(1,'INPUT.DAT') OPEN(2,'OUTPUT.DAT') READ(1,*)A,B,N,Y0 CALL AMM(A,B,N,Y0) END PROGRAM SUBROUTINE AMM(A,B,N,Y0) F(T,Y)=Y-T*T+1 G(T)=(T+1)**2-0.5*EXP(T) REAL::T(0:N),Y(0:N),W(0:N),K1,K2,K3,K4 WRITE(2,*)'AM IMPLICIT METHOD:' WRITE(2,10) 10 FORMAT(3X,'T',9X,'W',8X,'EXACT',5X,'ERROR') H=(B-A)/N T(0)=A W(0)=Y0 Y(0)=Y0 WRITE(2,11)T(0),Y(0),G(T(0)),ABS(Y(0)-G(T(0))) 11 FORMAT(2X,F4.2,2X,F9.6,2X,F9.6,2X,F9.6) DO I=0,N-1 K1=H*F(T(I),W(I)) K2=H*F(T(I)+0.5*H,W(I)+0.5*K1) K3=H*F(T(I)+0.5*H,W(I)+0.5*K2) K4=H*F(T(I)+H,W(I)+K3) W(I+1)=W(I)+(K1+2*K2+2*K3+K4)/6 T(I+1)=A+(I+1)*H IF(I<3) THEN Y(I+1)=W(I+1) ELSE Y(I+1)=Y(I)+H*(251*F(T(I+1),W(I+1))+646*F(T(I),W(I))-264*F(T(I-1),W(I-1))+106*F(T(I-2),W(I-2))-19*F(T(I-3),W(I-3)))/720 END IF WRITE(2,11)T(I+1),Y(I+1),G(T(I+1)),ABS(Y(I+1)-G(T(I+1))) END DO END SUBROUTINE
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FORTRAN Codes
Assignment 13 : Adam - Bashforth 4 Step Explicit Method PROGRAM ABMET
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OPEN(1,'INPUT.DAT') OPEN(2,'OUTPUT.DAT') READ(1,*)A,B,N,Y0 CALL ABM(A,B,N,Y0) END PROGRAM SUBROUTINE ABM(A,B,N,Y0) F(T,Y)=Y-T*T+1 G(T)=(T+1)**2-0.5*EXP(T) REAL::T(0:N),W(0:N),K1,K2,K3,K4 WRITE(2,*)'AB EXPLICIT METHOD:' WRITE(2,10) 10 FORMAT(3X,'T',9X,'W',8X,'EXACT',5X,'ERROR') H=(B-A)/N T(0)=A W(0)=Y0 WRITE(2,11)T(0),W(0),G(T(0)),ABS(W(0)-G(T(0))) 11 FORMAT(2X,F4.2,2X,F9.6,2X,F9.6,2X,F9.6) DO I=0,2 K1=H*F(T(I),W(I)) K2=H*F(T(I)+0.5*H,W(I)+0.5*K1) K3=H*F(T(I)+0.5*H,W(I)+0.5*K2) K4=H*F(T(I)+H,W(I)+K3) W(I+1)=W(I)+(K1+2*K2+2*K3+K4)/6 T(I+1)=A+(I+1)*H WRITE(2,11)T(I+1),W(I+1),G(T(I+1)),ABS(W(I+1)-G(T(I+1))) END DO DO I=3,N-1 T(I+1)=A+(I+1)*H W(I+1)=W(I)+H*(55*F(T(I),W(I))-59*F(T(I-1),W(I-1))+37*F(T(I-2),W(I-2))-9*F(T(I-3),W(I-3)))/24 WRITE(2,11)T(I+1),W(I+1),G(T(I+1)),ABS(W(I+1)-G(T(I+1))) END DO END SUBROUTINE Input is same as RK and Euler Methods as the function, that is, initial value problem is the same. But A-B method produces more accurate approximations.
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FORTRAN Codes
Assignment 12 : RK Method of Order 2 & 4 PROGRAM RKMETS
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OPEN(1,'INPUT.DAT') OPEN(2,'OUTPUT.DAT') READ(1,*)A,B,N,Y0 CALL RK2(A,B,N,Y0) CALL RK4(A,B,N,Y0) END PROGRAM SUBROUTINE RK2(A,B,N,Y0) F(T,Y)=Y-T*T+1 G(T)=(T+1)**2-0.5*EXP(T) REAL::K1,K2 WRITE(2,*)'R-K METHOD OF ORDER 2:' WRITE(2,10) 10 FORMAT(4X,"T"98X,"W",8X,'EXACT',5X,'ERROR') H=(B-A)/N T=A Y=Y0 WRITE(2,11)T,Y,G(T),ABS(Y-G(T)) 11 FORMAT(2X,F4.2,2X,F9.6,2X,F9.6,2X,F9.6) DO I=1,N K1=H*F(T,Y) K2=H*F(T+H,Y+K1) Y=Y+(K1+K2)/2 T=A+I*H WRITE(2,11)T,Y,G(T),ABS(Y-G(T)) END DO END SUBROUTINE SUBROUTINE RK4(A,B,N,Y0) F(T,Y)=Y-T*T+1 G(T)=(T+1)**2-0.5*EXP(T) REAL::K1,K2,K3,K4 WRITE(2,*)'R-K METHOD OF ORDER 4:' WRITE(2,10) 10 FORMAT(4X,"T"98X,"W",8X,'EXACT',5X,'ERROR') H=(B-A)/N T=A Y=Y0 WRITE(2,11)T,Y,G(T),ABS(Y-G(T)) 11 FORMAT(2X,F4.2,2X,F9.6,2X,F9.6,2X,F9.6) DO I=1,N K1=H*F(T,Y) K2=H*F(T+0.5*H,Y+0.5*K1) K3=H*F(T+0.5*H,Y+0.5*K2) K4=H*F(T+H,Y+K3) Y=Y+(K1+2*K2+2*K3+K4)/6 T=A+I*H WRITE(2,11)T,Y,G(T),ABS(Y-G(T)) END DO END SUBROUTINE
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FORTRAN Codes
Assignment 10 : Romberg Integration PROGRAM ROMINT
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DIMENSION R(20,20) OPEN(1,'IA10.DAT') OPEN(2,'OA10.DAT') READ(1,*)A,B,N CALL ROMBERG(A,B,N,R) END PROGRAM SUBROUTINE ROMBERG(A,B,N,R) F(X)=SIN(X) REAL::R(20,20) WRITE(2,*)'ROMBERG INTEGRATION' H=B-A R(1,1)=(H/2.0)*(F(A)+F(B)) DO I=2,N S=0 DO K=1,2**(I-2) S=S+F(A+((K-0.5)*H)) END DO R(I,1)=0.5*(R(I-1,1)+(H*S)) H=H/2.0 END DO DO J=2,N DO I=J,N R(I,J)=R(I,J-1)+((R(I,J-1)-R(I-1,J-1))/(4**(J-1))-1) END DO END DO DO I=1,N WRITE(2,20)(R(I,J),J=1,I) 20 FORMAT(6(2X,F12.6)) END DO END SUBROUTINE
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FORTRAN Codes
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