* Program ALPHATEST (FORTRAN 77)
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From: robin on 13 Oct 2009 03:08 "Terence" <tbwright(a)cantv.net> wrote in message news:217ce2ae-2efc-46b2-8e08-8a1abddf3689(a)x5g2000prf.googlegroups.com... | No, Terence was not the poster of the sourcecode ([LINK] == http://www.meami.org), You only have to go back 9 posts to see that you were in fact the poster of that sentence. Quote: ________________________________ From: "Terence" <tbwright(a)cantv.net> Newsgroups: comp.lang.fortran,comp.programming,sci.math,comp.infosystems,rec.org.mensa Sent: Saturday, 10 October 2009 6:09 PM Subject: Re: * Program ALPHATEST (FORTRAN 77) You don't say why you are posting this. It is not F77 code but F90 code (e.g. the use of KIND and status='unknown' and varibe names longer than 6 characters and comments defiened as an asterisk in column 1 instead of "C")..
From: glen herrmannsfeldt on 13 Oct 2009 04:29 In comp.lang.fortran Richard Heathfield <rjh(a)see.sig.invalid> wrote: > In <hb18j1$ii1$1(a)naig.caltech.edu>, glen herrmannsfeldt wrote: (snip regarding decades and moon landing) >>> The decade in question was the 197th, 1961-1970. >> Why did NASA decide that the moon landing had to be in 1969? >> It seems that they didn't believe that they had one more year. > JFK set 1970 as a limit, not a target. As you rightly asked, "by what > year", not "in what year". Maybe, but as I understand it NASA considered the goal to be 1969. July gave them some more chances before December 1969. Note that unlike centuries (20th, 21st) decades are rarely if ever described that way, but usually the 60's, or the 70's. Technically NASA had until the end of December 1970, but the public wasn't going to give them that long, and so they couldn't schedule it that way. -- glen
From: Terence on 13 Oct 2009 04:41 No, no and NO! Ron Shepard poted the message responded to by Robin. .... >| century you mean before 1909, then that is a different matter. :-) Then Robin responded to this, WHETHER OR NOT HE MEANT TO, BY :- >In omitting the poster, you have confused who sent what. >I did not say that; it was Terence (whose POST ID I have restored). But Terence's POST ID was in ever message he (I) posted!! Which is why I responded to Robin that it WASn't my posting but Ron's response to my posting. And OK, a centry runs xx*100 +01 to (XX+1)*100, and not xx00-xx99. I still think I get 99 out of 100. The reference was STILL "last century" as I said, which I lived over 2/3 of, plus all I clock up in this one, still (of course) programming in F77. (The WORD as given). :o)> Even the concept "AD" is pretty well considered to be off by about 4 years anyway, just as the census in Bethleham was in June -3 as per Roman records, and not December 25 0001.
From: http://alexslemonade.org on 13 Oct 2009 22:22 On Oct 13, 1:41 am, Terence <tbwri...(a)cantv.net> wrote: > No, no and NO! > > Ron Shepard poted the message responded to by Robin. > ... > > >| century you mean before 1909, then that is a different matter. :-) > > Then Robin responded to this, WHETHER OR NOT HE MEANT TO, BY :- > > >In omitting the poster, you have confused who sent what. > >I did not say that; it was Terence (whose POST ID I have restored). > Results 1 - 3 for iso_c_interop. (0.17 seconds) Nabble - gcc - fortran - [PATCH, gfortran testsuite]: Do not ... 20 posts - 7 authors - Last post: Aug 20 current gcc/gfortran with iso_c_interop for the i386/x64 platforms. I .... if IEEE_SET_UNDERFLOW is written according to iso_c_interop ? ... www.nabble.com/-PATCH,-gfortran-testsuite-:-Do-not-generate-denormals-in-gfortran.dg-boz_9.f90-td25082961.html Tim Prince - Re: [PATCH, gfortran testsuite]: Do not load ... Aug 24, 2009 ... straightforward in current gcc/gfortran with iso_c_interop for the i386/x64 platforms. I don't have any other targets available to test ... gcc.gnu.org/ml/fortran/2009-08/msg00356.html J3/04-230 Date: 02 February 2004 To: J3 From: Aleksandar Donev ...... which one should be able to write an equivalent module: MODULE GL USE ISO_C_INTEROP TYPEDEF :: GLenum=>INTEGER(C_INT), & GLboolean=>CHARACTER (C_CHAR), . ... www.j3-fortran.org/doc/year/04/04-230.txt J3/04-230 Date: 02 February 2004 To: J3 From: Aleksandar Donev Subject: TYPEDEF facility Title: TYPEDEF facility Submitted by: J3 Status: For Consideration References: J3/03-256 Basic Functionality: Bring back the previously removed TYPEALIAS facility as a TYPEDEF facility to be used in C Interop. This facility would allow one to give alias names to other types. This facility may be restricted to Index: gfortran.dg/boz_9.f90 =================================================================== --- gfortran.dg/boz_9.f90 (revision 150988) +++ gfortran.dg/boz_9.f90 (working copy) @@ -1,6 +1,5 @@ ! { dg-do run } ! { dg-options "-fno-range-check" } -! { dg-options "-fno-range-check -mieee" { target alpha*-*-* } } ! ! PR fortran/34342 ! @@ -10,40 +9,40 @@ implicit none real,parameter :: r2c = real(int(z'3333')) -real,parameter :: rc = real(z'3333') +real,parameter :: rc = real(z'50CB9F09') double precision,parameter :: dc = dble(Z'3FD34413509F79FF') -complex,parameter :: z1c = cmplx(b'10101',-4.0) -complex,parameter :: z2c = cmplx(5.0, o'01245') +complex,parameter :: z1c = cmplx (b'11000001010001101101110110000011', 3.049426e-10) +complex,parameter :: z2c = cmplx(4.160326e16, o'6503667306') real :: r2 = real(int(z'3333')) -real :: r = real(z'3333') +real :: r = real(z'50CB9F09') double precision :: d = dble(Z'3FD34413509F79FF') -complex :: z1 = cmplx(b'10101',-4.0) -complex :: z2 = cmplx(5.0, o'01245') +complex :: z1 = cmplx(b'11000001010001101101110110000011', 3.049426e-10) +complex :: z2 = cmplx(4.160326e16, o'6503667306') if (r2c /= 13107.0) call abort() -if (rc /= 1.83668190E-41) call abort() +if (rc /= 2.732958e10) call abort() if (dc /= 0.30102999566398120d0) call abort() -if (real(z1c) /= 2.94272678E-44 .or. aimag(z1c) /= -4.0) call abort () -if (real(z2c) /= 5.0 .or. aimag(z2c) /= 9.48679060E-43) call abort() +if (real(z1c) /= -1.242908e1 .or. aimag(z1c) /= 3.049426e-10) call abort() +if (real(z2c) /= 4.160326e16 .or. aimag(z2c) /= 5.343285e-7) call abort() if (r2 /= 13107.0) call abort() -if (r /= 1.83668190E-41) call abort() +if (r /= 2.732958e10) call abort() if (d /= 0.30102999566398120d0) call abort() -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort () +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort () r2 = dble(int(z'3333')) -r = real(z'3333') +r = real(z'50CB9F09') d = dble(Z'3FD34413509F79FF') -z1 = cmplx(b'10101',-4.0) -z2 = cmplx(5.0, o'01245') +z1 = cmplx(b'11000001010001101101110110000011', 3.049426e-10) +z2 = cmplx(4.160326e16, o'6503667306') -if (r2 /= 13107.0) call abort() -if (r /= 1.83668190E-41) call abort() +if (r2 /= 13107d0) call abort() +if (r /= 2.732958e10) call abort() if (d /= 0.30102999566398120d0) call abort() -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort () +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort () call test4() call test8() @@ -52,34 +51,34 @@ subroutine test4 real,parameter :: r2c = real(int(z'3333', kind=4), kind=4) -real,parameter :: rc = real(z'3333', kind=4) -complex,parameter :: z1c = cmplx(b'10101',-4.0, kind=4) -complex,parameter :: z2c = cmplx(5.0, o'01245', kind=4) +real,parameter :: rc = real(z'50CB9F09', kind=4) +complex,parameter :: z1c = cmplx (b'11000001010001101101110110000011', 3.049426e-10, kind=4) +complex,parameter :: z2c = cmplx(4.160326e16, o'6503667306', kind=4) real :: r2 = real(int(z'3333', kind=4), kind=4) -real :: r = real(z'3333', kind=4) -complex :: z1 = cmplx(b'10101',-4.0, kind=4) -complex :: z2 = cmplx(5.0, o'01245', kind=4) +real :: r = real(z'50CB9F09', kind=4) +complex :: z1 = cmplx(b'11000001010001101101110110000011', 3.049426e-10, kind=4) +complex :: z2 = cmplx(4.160326e16, o'6503667306', kind=4) if (r2c /= 13107.0) call abort() -if (rc /= 1.83668190E-41) call abort() -if (real(z1c) /= 2.94272678E-44 .or. aimag(z1c) /= -4.0) call abort () -if (real(z2c) /= 5.0 .or. aimag(z2c) /= 9.48679060E-43) call abort() +if (rc /= 2.732958e10) call abort() +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort () +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort () if (r2 /= 13107.0) call abort() -if (r /= 1.83668190E-41) call abort() -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() +if (r /= 2.732958e10) call abort() +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort () +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort () r2 = real(int(z'3333'), kind=4) -r = real(z'3333', kind=4) -z1 = cmplx(b'10101',-4.0, kind=4) -z2 = cmplx(5.0, o'01245', kind=4) +r = real(z'50CB9F09', kind=4) +z1 = cmplx(b'11000001010001101101110110000011', 3.049426e-10, kind=4) +z2 = cmplx(4.160326e16, o'6503667306', kind=4) if (r2 /= 13107.0) call abort() -if (r /= 1.83668190E-41) call abort() -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() +if (r /= 2.732958e10) call abort() +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort () +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort () end subroutine test4 interoperable types only if so desired. A proper and better designed Fortran TYPEALIAS facility may then be developed separately, not compromising the very urgent C Interop void created by the removal of TYPEALIAS. Rationale: C has a typedef facility which allows one to give aliases to existing C types. These are used very widely, and therefore we need to provide a way to easily interface with libraries that use them. Header files are central to "portability" in C, and they usually mainly consist of preprocessing directives like #define's, function prototypes and typedef's. The first seem outside the scope of Interop and can be emulated with PARAMETERs, the second are handled already, and now we also need to be able to handle typedef's. The goal is to be able to write a Fortran module that emulates a header file provided by the vendor of a library, and that someday it may even be possible to do an automatic .h->.f90 conversion (at least an initial stage thereof). Here is a short piece of the include file GL/gl.h which is the central include file for the OpenGL library: .... typedef unsigned int GLenum; typedef unsigned char GLboolean; typedef unsigned int GLbitfield; typedef void GLvoid; .... #define GL_BYTE 0x1400 #define GL_UNSIGNED_BYTE 0x1401 .... GLAPI void GLAPIENTRY glTexCoord1dv( const GLdouble *v ); GLAPI void GLAPIENTRY glTexCoord1fv( const GLfloat *v ); for which one should be able to write an equivalent module: MODULE GL USE ISO_C_INTEROP TYPEDEF :: GLenum=>INTEGER(C_INT), & GLboolean=>CHARACTER(C_CHAR), ... TYPE(GLenum), PARAMETER :: GL_BYTE=... INTERFACE SUBROUTINE glTexCoord1dv(v) TYPE(GLdouble), DIMENSION(*), INTENT(IN) :: v END SUBROUTINE ... END INTERFACE END MODULE GL As another example, consider writing a Fortran interface to the MPICH implementation of MPI. Typically, this will be a module that contains various constants, type parameters, and interfaces. MPI uses many typealiases, which are needed when writing interfaces. For example, MPI_Datatype is typically an alias for int. But one cannot assume this, nor that it is indeed an integer. One cannot get away with our untyped C_PTR, since arguments of type MPI_Datatype are passed by value, not by reference. It is necessary for any kind of portability that one be able to write: TYPEDEF :: MPI_Datatype=>INTEGER(KIND=C_INT) in the module for the interface to MPICH. Estimated Impact: The complication is mostly syntactic. The same issues we had with TYPEALIAS remain. If we restrict this facility only to interoperable types some of the problems may go away (for example, no more parameterized types). Detailed Specification: Same as previous TYPEALIAS, but called TYPEDEF, possibly restricted only to interoperable types. History: Support a cure for childhood cancer: Alex's Lemonade ©2009 MeAmI.org "Search for the People!" > But Terence's POST ID was in ever message he (I) posted!! > Which is why I responded to Robin that it WASn't my posting but Ron's > response to my posting. > > And OK, a centry runs xx*100 +01 to (XX+1)*100, and not xx00-xx99. > I still think I get 99 out of 100. > > The reference was STILL "last century" as I said, which I lived over > 2/3 of, plus all I clock up in this one, still (of course) programming > in F77. (The WORD as given). :o)> > > Even the concept "AD" is pretty well considered to be off by about 4 > years anyway, just as the census in Bethleham was in June -3 as per > Roman records, and not December 25 0001.
From: http://alexslemonade.org on 21 Oct 2009 04:04
On Oct 13, 7:22 pm, "http://alexslemonade.org" <marty.musa...(a)gmail.com> wrote: > On Oct 13, 1:41 am, Terence <tbwri...(a)cantv.net> wrote:> No, no and NO! > > > Ron Shepard poted the message responded to by Robin. > > ... > > > >| century you mean before 1909, then that is a different matter. :-) > > > Then Robin responded to this, WHETHER OR NOT HE MEANT TO, BY :- > > > >In omitting the poster, you have confused who sent what. > > >I did not say that; it was Terence (whose POST ID I have restored). > > Results 1 - 3 for iso_c_interop. (0.17 seconds) > > Nabble - gcc -fortran- [PATCH, gfortran testsuite]: Do not ... > 20 posts - 7 authors - Last post: Aug 20 > current gcc/gfortran with iso_c_interop for the i386/x64 platforms. > I .... > if IEEE_SET_UNDERFLOW is written according to iso_c_interop ? ...www.nabble.com/-PATCH,-gfortran-testsuite-:-Do-not-generate-denormals... > > Tim Prince - Re: [PATCH, gfortran testsuite]: Do not load ... > Aug 24, 2009 ... > straightforward in current gcc/gfortran with iso_c_interop for the > i386/x64 platforms. > I don't have any other targets available to test ... > gcc.gnu.org/ml/fortran/2009-08/msg00356.html > > J3/04-230 Date: 02 February 2004 To: J3 From: Aleksandar Donev ...... > which one should be able to write an equivalent module: MODULE GL USE > ISO_C_INTEROP TYPEDEF :: GLenum=>INTEGER(C_INT), & GLboolean=>CHARACTER > (C_CHAR), . ...www.j3-fortran.org/doc/year/04/04-230.txt > > J3/04-230 > > Date: 02 February 2004 > To: J3 > From: Aleksandar Donev > Subject: TYPEDEF facility > > Title: TYPEDEF facility > > Submitted by: J3 > > Status: For Consideration > > References: J3/03-256 > > Basic Functionality: > > Bring back the previously removed TYPEALIAS facility as a TYPEDEF > facility to be used in C Interop. This facility would allow one to > give > alias names to other types. This facility may be restricted to > Index: gfortran.dg/boz_9.f90 > =================================================================== > --- gfortran.dg/boz_9.f90 (revision 150988) > +++ gfortran.dg/boz_9.f90 (working copy) > @@ -1,6 +1,5 @@ > ! { dg-do run } > ! { dg-options "-fno-range-check" } > -! { dg-options "-fno-range-check -mieee" { target alpha*-*-* } } > ! > ! PRfortran/34342 > ! > @@ -10,40 +9,40 @@ > implicit none > > real,parameter :: r2c = real(int(z'3333')) > -real,parameter :: rc = real(z'3333') > +real,parameter :: rc = real(z'50CB9F09') > double precision,parameter :: dc = dble(Z'3FD34413509F79FF') > -complex,parameter :: z1c = cmplx(b'10101',-4.0) > -complex,parameter :: z2c = cmplx(5.0, o'01245') > +complex,parameter :: z1c = cmplx > (b'11000001010001101101110110000011', 3.049426e-10) > +complex,parameter :: z2c = cmplx(4.160326e16, > o'6503667306') > > real :: r2 = real(int(z'3333')) > -real :: r = real(z'3333') > +real :: r = real(z'50CB9F09') > double precision :: d = dble(Z'3FD34413509F79FF') > -complex :: z1 = cmplx(b'10101',-4.0) > -complex :: z2 = cmplx(5.0, o'01245') > +complex :: z1 = cmplx(b'11000001010001101101110110000011', > 3.049426e-10) > +complex :: z2 = cmplx(4.160326e16, o'6503667306') > > if (r2c /= 13107.0) call abort() > -if (rc /= 1.83668190E-41) call abort() > +if (rc /= 2.732958e10) call abort() > if (dc /= 0.30102999566398120d0) call abort() > -if (real(z1c) /= 2.94272678E-44 .or. aimag(z1c) /= -4.0) call abort > () > -if (real(z2c) /= 5.0 .or. aimag(z2c) /= 9.48679060E-43) call abort() > +if (real(z1c) /= -1.242908e1 .or. aimag(z1c) /= 3.049426e-10) call > abort() > +if (real(z2c) /= 4.160326e16 .or. aimag(z2c) /= 5.343285e-7) call > abort() > > if (r2 /= 13107.0) call abort() > -if (r /= 1.83668190E-41) call abort() > +if (r /= 2.732958e10) call abort() > if (d /= 0.30102999566398120d0) call abort() > -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() > -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() > +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort > () > +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort > () > > r2 = dble(int(z'3333')) > -r = real(z'3333') > +r = real(z'50CB9F09') > d = dble(Z'3FD34413509F79FF') > -z1 = cmplx(b'10101',-4.0) > -z2 = cmplx(5.0, o'01245') > +z1 = cmplx(b'11000001010001101101110110000011', 3.049426e-10) > +z2 = cmplx(4.160326e16, o'6503667306') > > -if (r2 /= 13107.0) call abort() > -if (r /= 1.83668190E-41) call abort() > +if (r2 /= 13107d0) call abort() > +if (r /= 2.732958e10) call abort() > if (d /= 0.30102999566398120d0) call abort() > -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() > -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() > +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort > () > +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort > () > > call test4() > call test8() > @@ -52,34 +51,34 @@ > > subroutine test4 > real,parameter :: r2c = real(int(z'3333', kind=4), > kind=4) > -real,parameter :: rc = real(z'3333', kind=4) > -complex,parameter :: z1c = cmplx(b'10101',-4.0, kind=4) > -complex,parameter :: z2c = cmplx(5.0, o'01245', kind=4) > +real,parameter :: rc = real(z'50CB9F09', kind=4) > +complex,parameter :: z1c = cmplx > (b'11000001010001101101110110000011', 3.049426e-10, kind=4) > +complex,parameter :: z2c = cmplx(4.160326e16, o'6503667306', > kind=4) > > real :: r2 = real(int(z'3333', kind=4), kind=4) > -real :: r = real(z'3333', kind=4) > -complex :: z1 = cmplx(b'10101',-4.0, kind=4) > -complex :: z2 = cmplx(5.0, o'01245', kind=4) > +real :: r = real(z'50CB9F09', kind=4) > +complex :: z1 = cmplx(b'11000001010001101101110110000011', > 3.049426e-10, kind=4) > +complex :: z2 = cmplx(4.160326e16, o'6503667306', kind=4) > > if (r2c /= 13107.0) call abort() > -if (rc /= 1.83668190E-41) call abort() > -if (real(z1c) /= 2.94272678E-44 .or. aimag(z1c) /= -4.0) call abort > () > -if (real(z2c) /= 5.0 .or. aimag(z2c) /= 9.48679060E-43) call abort() > +if (rc /= 2.732958e10) call abort() > +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort > () > +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort > () > > if (r2 /= 13107.0) call abort() > -if (r /= 1.83668190E-41) call abort() > -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() > -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() > +if (r /= 2.732958e10) call abort() > +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort > () > +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort > () > > r2 = real(int(z'3333'), kind=4) > -r = real(z'3333', kind=4) > -z1 = cmplx(b'10101',-4.0, kind=4) > -z2 = cmplx(5.0, o'01245', kind=4) > +r = real(z'50CB9F09', kind=4) > +z1 = cmplx(b'11000001010001101101110110000011', 3.049426e-10, > kind=4) > +z2 = cmplx(4.160326e16, o'6503667306', kind=4) > > if (r2 /= 13107.0) call abort() > -if (r /= 1.83668190E-41) call abort() > -if (real(z1) /= 2.94272678E-44 .or. aimag(z1) /= -4.0) call abort() > -if (real(z2) /= 5.0 .or. aimag(z2) /= 9.48679060E-43) call abort() > +if (r /= 2.732958e10) call abort() > +if (real(z1) /= -1.242908e1 .or. aimag(z1) /= 3.049426e-10) call abort > () > +if (real(z2) /= 4.160326e16 .or. aimag(z2) /= 5.343285e-7) call abort > () > end subroutine test4 > > interoperable types only if so desired. A proper and better designedFortranTYPEALIAS facility may then be developed separately, not > compromising the very urgent C Interop void created by the removal of > TYPEALIAS. > > Rationale: > > C has a typedef facility which allows one to give aliases to existing > C > types. These are used very widely, and therefore we need to provide a > way to easily interface with libraries that use them. Header files are > central to "portability" in C, and they usually mainly consist of > preprocessing directives like #define's, function prototypes and > typedef's. The first seem outside the scope of Interop and can be > emulated with PARAMETERs, the second are > handled already, and now we also need to be able to handle typedef's. > The goal is to be able to write aFortranmodule that emulates a > header > file provided by the vendor of a library, and that someday it may > even > be possible to do an automatic .h->.f90 conversion (at least an > initial > stage thereof). Here is a short piece of the include file GL/gl.h > which > is the central include file for the OpenGL library: > > ... > typedef unsigned int GLenum; > typedef unsigned char GLboolean; > typedef unsigned int GLbitfield; > typedef void GLvoid; > ... > #define GL_BYTE 0x1400 > #define GL_UNSIGNED_BYTE 0x1401 > ... > GLAPI void GLAPIENTRY glTexCoord1dv( const GLdouble *v ); > GLAPI void GLAPIENTRY glTexCoord1fv( const GLfloat *v ); > > for which one should be able to write an equivalent module: > > MODULE GL > USE ISO_C_INTEROP > > TYPEDEF :: GLenum=>INTEGER(C_INT), & > GLboolean=>CHARACTER(C_CHAR), ... > > TYPE(GLenum), PARAMETER :: GL_BYTE=... > > INTERFACE > SUBROUTINE glTexCoord1dv(v) > TYPE(GLdouble), DIMENSION(*), INTENT(IN) :: v > END SUBROUTINE > ... > END INTERFACE > > END MODULE GL > > As another example, consider writing aFortraninterface to the MPICH > implementation of MPI. Typically, this will be a module that contains > various constants, type parameters, and interfaces. MPI uses many > typealiases, which are needed when writing interfaces. For example, > MPI_Datatype is typically an alias for int. But one cannot assume > this, > nor that it is indeed an integer. One cannot get away with our untyped > C_PTR, since arguments of type MPI_Datatype are passed by value, not > by > reference. It is necessary for any kind of portability that one be > able > to write: > > TYPEDEF :: MPI_Datatype=>INTEGER(KIND=C_INT) > > in the module for the interface to MPICH. > > Estimated Impact: > > The complication is mostly syntactic. The same issues we had with > TYPEALIAS remain. If we restrict this facility only to interoperable > types some of the problems may go away (for... > > read more » V = 180i + 450j/* Covert Tunnelling in ICMP 0x00 ECHO REPLY messages Many thanks to FuSyS and Richard Stevens ^_^ Dark Schneider X1999 */ #include <winsock2.h> #include <ws2tcpip.h> #include <stdio.h> #define ICMP_ECHOREPLY 0 #define ICMP_ECHO 8 // definizione di alcune costanti #define IP_HDR 20 #define ICMP_HDR 8 #define ICMP_MINLEN 8 #define MAXMESG 4096 #define MAXPACKET 5004 #define LAST 1 #define REPLY 1 #define ECHO_TAG 0xF001 #define ECHO_LAST 0xF002 // Strutture e Variabili // Lancio un doveroso Porko D*io liberatorio... dopo ore ho trovato come fare // a togliermi dalle palle la fottuta icmp.dll (winsock maledette) // IP Header struct ip { unsigned char Hlen:4; unsigned char Version:4; unsigned char Tos; unsigned short LungTot; unsigned short Id; unsigned short Flags; unsigned char Ttl; unsigned char Proto; unsigned short Checksum; unsigned int SourceIP; unsigned int DestIP; }; // ICMP Header struct icmp { BYTE Type; BYTE Code; USHORT CheckSum; USHORT Id; USHORT Seq; ULONG Dati; }; SOCKET sockfd; u_int icmp_init =1; struct sockaddr_in clisrc; // Funzione di checksum USHORT checksum(USHORT *buffer, int size) { unsigned long cksum=0; while(size >1) { cksum+=*buffer++; size -=sizeof(USHORT); } if(size ) { cksum += *(UCHAR*)buffer; } cksum = (cksum >> 16) + (cksum & 0xffff); cksum += (cksum >>16); return (USHORT)(~cksum); } // Reimplemento bcopy e bzero... Ma perche' cavolo windows non le // rende disponibili? void bzero(char *pnt, int dim_pnt ) { memset((char *)&pnt, 0, dim_pnt); }; void bcopy(char *src, char *dest, int dim_src) { memmove((char *)&dest, (char *)&src, dim_src); }; // Micro$oft Sucks // Funzioni di gestione dei pacchetti ICMP // Fankulo a quegli stronzi maledetti che si sono inventati la icmp.dll // Brutti bastardi pezzi di merda, la compatibilita' ve la siete ficcata su // per il culo? // Micro$oft Sucks void ICMP_init(void) { if(icmp_init) { if((sockfd = socket(AF_INET, SOCK_RAW, IPPROTO_ICMP)) == INVALID_SOCKET) { fprintf(stderr, "impossibile creare raw ICMP socket"); exit(0); } } icmp_init = 0; }; void ICMP_reset(void) { closesocket(sockfd); icmp_init = 1; }; int ICMP_send(char *send_mesg, size_t mesglen, ULONG dest_ip, int echo, int last) { int sparato; struct tunnel { struct icmp icmp; UCHAR data[MAXMESG]; } icmp_pk; int icmplen = sizeof(struct icmp); int pack_dim; struct sockaddr_in dest; int destlen; if(mesglen > MAXMESG) return(-1); if(icmp_init) ICMP_init(); destlen = sizeof(dest); bzero((char *)&dest, destlen); dest.sin_family = AF_INET; dest.sin_addr.s_addr = dest_ip; pack_dim = mesglen + sizeof(struct icmp); memset(&icmp_pk, 0, pack_dim); icmp_pk.icmp.Type = ICMP_ECHOREPLY; bcopy(send_mesg, (char *)&icmp_pk.icmp.Dati, mesglen); icmp_pk.icmp.CheckSum = checksum((USHORT *) &icmp_pk.icmp, (sizeof (struct icmp) + mesglen)); if(echo) icmp_pk.icmp.Seq = ECHO_TAG; if(last) icmp_pk.icmp.Seq = ECHO_LAST; if(sparato = sendto(sockfd, (char *)&icmp_pk, pack_dim, 0, (struct sockaddr *)&dest, destlen) < 0) { perror("RAW ICMP SendTo: "); return(-1); } else if(sparato != pack_dim) { perror("dimensioni pacchetto IP errate: "); return(-1); } return(sparato); }; int ICMP_recv(char *recv_mesg, size_t mesglen, int echo) { struct recv { struct ip ip; struct icmp icmp; char data[MAXMESG]; } rcv_pk; int pack_dim; int accolto; int iphdrlen; int clilen = sizeof(clisrc); if(icmp_init) ICMP_init(); while(1) { pack_dim = mesglen + sizeof(struct ip) + sizeof(struct icmp); memset(&rcv_pk, 0, pack_dim); if((accolto = recvfrom(sockfd, (char *)&rcv_pk, pack_dim, 0, (struct sockaddr *) &clisrc, &clilen)) < 0) continue; iphdrlen = rcv_pk.ip.Hlen << 2; if(accolto < (iphdrlen + ICMP_MINLEN)) continue; accolto -= iphdrlen; if(!echo) { if(!rcv_pk.icmp.Id && !rcv_pk.icmp.Code && rcv_pk.icmp.Type == ICMP_ECHOREPLY && rcv_pk.icmp.Seq != ECHO_TAG && rcv_pk.icmp.Seq != ECHO_LAST) break; } if(echo) { if(!rcv_pk.icmp.Id && !rcv_pk.icmp.Code && rcv_pk.icmp.Type == ICMP_ECHOREPLY && (rcv_pk.icmp.Seq == ECHO_TAG || rcv_pk.icmp.Seq == ECHO_LAST)) break; } } if(!echo) { accolto -= ICMP_HDR; bcopy((char *)&rcv_pk.icmp.Dati, recv_mesg, accolto); n = 200819. 2. 782 therefore increment t s = a * sp + b * sq mod N. where. sp=mdp mod (p) and sq=mdq mod (q) a/b = (rp. m+1. ± sp. m )/(rq. m+1. ± sq. m ) [a, b, s:1] presents a plot of the mod-4 prime race over the interval [a, b] Let it ride: http://meami.org (C) All Rights Reserved. + http://buildasearch.com/meami c=Copywrite(C) 2009. [at] (c) Copyright: http://MEAMI.ORG ! Programma FINALE ! versione risc1 IBM ! versione FINALE nel caso assiale ! versione FINALE nel caso rombico (non funziona in assenza di ZFS) C PARAMAGNETIC ENHANCEMENT IN NMRD PROFILE C C THIS PROGRAM REQUIRES THE INPUT FILE PAR.DAT C 0 BEFORE A PARAMETER MEANS IT HAS TO BE ASSUMED AS CONSTANT C 1 BEFORE A PARAMATER MEANS IT HAS TO BE CHANGED IN THE FITTING C C C INTERNAL FITTING IS PERFORMED IN THE PARAMETERS: C d , Ddiff , RK , A/h , MOLAR FRACTION , TAUM C C SUBROUTINES: C FUNCZFS: SET PARAMETERS IN FITTING PROCEDUREC C FUNCINT: SET PARAMETERS IN INTERNAL FITTING PROCEDURE C DIAG: WRITE ENERGY MATRIX AND CALCULATE EXPECTATION VALUES C POWELL: FITTING PROCEDURE C CONNECTED SUBROUTINES: C LINMIN C F1DIM C MNBRAK C MRENT C XISTEP C POWELLINT: INTERNAL FITTING PROCEDURE C F01BCF....X04BAF: CALCULATE EIGENVALUES AND EIGENFUNCTIONS C GAUINT: PERFORME INTEGRATION ON ANGLES C TUNO: PERFORME CALCULATION OF T1M C TDUE: PERFORME CALCULATION OF T2M C TUNOISO: PERFORME CALCULATION OF T1M IN AXIAL CASE C C THETA AND PHI ARE THE POLAR ANGLES DEFINING THE WATER PROTON DIRECTION C IN THE MOLECULAR FRAME C C BETA AND GAMMA ARE THE EULER ANGLES DEFINING THE MOLECULAR FRAME WITH C RESPECT TO THE HTTP://MEAMI.ORG/ FRAME IMPLICIT REAL*8(A-H,O-Z) PARAMETER(PI2 = 6.2831853, VL = 2.9979D+10) COMMON /SET/SET COMMON /RK10/ SPIN, SI COMMON /GAMMAH/ GAMMAI COMMON /B31/ TPUNO(500) COMMON /B32/ PP(500),Z(500) COMMON /TAUDELTA/ TAUDELTA COMMON /B4/ NVMEM,NPT(10),NPTOT COMMON /WATER/ ACQ COMMON /T1T2/ IREL COMMON /INDEX/ INDEX COMMON /ALFASTEP/ ALFASTEP COMMON /STAMPA/INDEXSTAMPA COMMON /TOT/ DPARATOT,EPARATOT,APARTOT,APERTOT,APERTOT2,ACONIND COMMON/INDA/ INDDPARA(10),INDAPAR(10),INDAPER(10),INDEPARA(10) & ,INDED(10),INDAMOLFRA(10),INDS4(10),INDAPER2(10) COMMON /C1M/DM(10),DDM(10),CONCM(10) COMMON /IPERFM/AZM(10),AYM(10),AXM(10),THETAM(10),RKM(10), & TAUCM(10),DPARAM(10),EPARAM(10),PHIM(10),S4M(10), & GXM(10),GYM(10),GZM(10) COMMON /TAU1M/ TAUS0M(10,10),TAURM(10,10),TAUVM(10,10), & TAUMM(10,10) COMMON /MOLFRAZM/ AMOLFRAM(10) COMMON /CONTATM/ ACONTM(10) COMMON /CICLE/ NVEST COMMON /BPARA/B1(10),B2(10),B3(10),B4(10),B5(10),B6(10),B7(10), & B8(10),B9(10),B10(10),B11(10),B12(10),B13(10),B14(10),B15(10), & B16(10),B17(10),B18(10),B19(10),B20(10),B21(10) CHARACTER*20 FILENAME COMMON/TEMPERATURE/ TEMP(10) COMMON /TMSTART/ TM11(10),TM21(10) C DIMENSION=MAX NUMBER OF PARAMETERS (21) DIMENSION P(21) DIMENSION P1(21) COMMON /PPAR/ P2(21) DIMENSION XI(21,21) INDEX=1 INDEXSTAMPA=0 C CONSTANTS READ IN FILE PAR.DAT OPEN (1, STATUS = 'OLD', FILE = 'PARC.DAT') OPEN (4, FILE="PAR.OUT") C OUTPUT FILE READ(1,'(A)')FILENAME C NUCLEAR MOLECULAR SPIN READ(1,*)SI C GAMMA OF THE INVESTIGATED PARTICLE READ(1,*)GAMMAI C ELECTRON SPIN READ(1,*)SPIN C T1 OR T2 CALCULATION READ(1,*)IREL C LIMITS OF THE FIELD READ(1,*)X1,X2,X3 IF(X3.EQ.1)THEN XMIN=X1 XMAX=X2 ELSE XMIN=LOG10(GAMMAI*X1/6.283) XMAX=LOG10(GAMMAI*X2/6.283) ENDIF C NUMBER OF POINTS TO BE CALCULATED READ(1,*)NUMPUN IF(XMIN.EQ.XMAX)NUMPUN=1 C NUMBER OF SETS OF DATA FOR FITTING READ(1,*)SET IF(SET.EQ.0) SET=1 C TEMPERATURE READ(1,*)(TEMP(K),K=1,SET) J=1 IND=1 IND1=1 IND2=1 NV=0 NVEST=0 NPLUS=0 NPLUS2=0 C CORRELATION TIMES READ(1,*)B1(J), (TAUS0M(J,K),K=1,2),TAUDELTA IF(B1(J).GE.2)THEN TS1=TAUS0M(J,1) TS2=TAUS0M(J,2) DO K=1,SET TAUS0M(J,K)=TS1*EXP(TS2/TEMP(K)) END DO IF(B1(J).EQ.3)NPLUS=NPLUS+1 ENDIF IF(B1(J).EQ.1)THEN P(IND)=TAUS0M(J,1) P1(IND1)=TAUS0M(J,1) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF IF(B1(J).EQ.2)THEN P(IND)=TS1 P1(IND1)=TS1 P(IND+1)=TS2 P1(IND1+1)=TS2 WRITE(4,'(2X,4(E10.4,2X))') TS1,TS2 IND=IND+2 IND1=IND1+2 ENDIF READ(1,*)B2(J), (TAURM(J,K),K=1,2) IF(B2(J).GE.2)THEN TR1=TAURM(J,1) TR2=TAURM(J,2) DO K=1,SET TAURM(J,K)=TR1*EXP(TR2/TEMP(K)) !Stokes END DO IF(B2(J).EQ.3) NPLUS=NPLUS+1 ENDIF IF(B2(J).EQ.1)THEN P(IND)=TAURM(J,1) P1(IND1)=TAURM(J,1) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF IF(B2(J).EQ.2)THEN P(IND)=TR1 P1(IND1)=TR1 P(IND+1)=TR2 P1(IND1+1)=TR2 WRITE(4,'(2X,4(E10.4,2X))') TR1,TR2 IND=IND+2 IND1=IND1+2 ENDIF READ(1,*)B3(J), (TAUVM(J,K),K=1,2) IF(B3(J).GE.2)THEN TV1=TAUVM(J,1) TV2=TAUVM(J,2) DO K=1,SET TAUVM(J,K)=TV1*EXP(TV2/TEMP(K)) END DO IF(B3(J).EQ.3) NPLUS=NPLUS+1 ENDIF IF(B3(J).EQ.1)THEN P(IND)=TAUVM(J,1) P1(IND1)=TAUVM(J,1) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF IF(B3(J).EQ.2)THEN P(IND)=TV1 P1(IND1)=TV1 P(IND+1)=TV2 P1(IND1+1)=TV2 WRITE(4,'(2X,4(E10.4,2X))') TV1,TV2 IND=IND+2 IND1=IND1+2 ENDIF IF (TAURM(J,1).EQ.0.AND.TAUVM(J,1).EQ.0)THEN TAUCM(J)=TAUS0M(J,1) IF(B1(J).EQ.1) P(IND-1)=TAUS0M(J,K) IF(B1(J).EQ.1) P1(IND1-1)=TAUS0M(J,K) ENDIF C PARAMETERS OF ZERO FIELD SPLITTING READ(1,*)B11(J), DPARAM(J) DPARAM(J) = PI2*VL*DPARAM(J) IF(B11(J).EQ.1)THEN P(IND)=DPARAM(J) P1(IND1)=DPARAM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)/VL/PI2 INDDPARA(J)=IND IND=IND+1 IND1=IND1+1 ENDIF READ(1,*)B12(J), EPARAM(J) EPARAM(J) = PI2*VL*EPARAM(J) IF(B12(J).EQ.1)THEN P(IND)=EPARAM(J) P1(IND1)=EPARAM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)/VL/PI2 INDEPARA(J)=IND IND=IND+1 IND1=IND1+1 ENDIF READ(1,*)B19(J), S4M(J) S4M(J) = PI2*VL*S4M(J) IF(B19(J).EQ.1)THEN P(IND)=S4M(J) P1(IND1)=S4M(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)/VL/PI2 INDS4(J)=IND IND=IND+1 IND1=IND1+1 ENDIF C PARAMETER OF G-TENSOR READ(1,*)B17(J), GSER GXM(J)=GSER/2.003 IF(B17(J).EQ.1)THEN P(IND)=GXM(J) P1(IND1)=GXM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF READ(1,*)B18(J), GSER GYM(J)=GSER/2.003 IF(B18(J).EQ.1)THEN P(IND)=GYM(J) P1(IND1)=GYM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF READ(1,*)B20(J), GSER GZM(J)=GSER/2.003 IF(B20(J).EQ.1)THEN P(IND)=GZM(J) P1(IND1)=GZM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF C PARAMETERS OF HYPERFINE COUPLING READ(1,*)B9(J), AXM(J) C CONVERTION FROM CM-1 TO S-1.RAD AXM(J)=PI2*VL*AXM(J) IF(B9(J).EQ.1)THEN P(IND)=AXM(J) P1(IND1)=AXM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)/VL/PI2 INDAPAR(J)=IND IND=IND+1 IND1=IND1+1 ENDIF READ(1,*)B10(J), AYM(J) AYM(J)=PI2*VL*AYM(J) IF(B10(J).EQ.1)THEN P(IND)=AYM(J) P1(IND1)=AYM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)/VL/PI2 INDAPER(J)=IND IND=IND+1 IND1=IND1+1 ENDIF READ(1,*)B21(J), AZM(J) AZM(J)=PI2*VL*AZM(J) IF(B21(J).EQ.1)THEN P(IND)=AZM(J) P1(IND1)=AZM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)/VL/PI2 INDAPER2(J)=IND IND=IND+1 IND1=IND1+1 ENDIF C PARAMETERS OF OUTER-SPHERE READ(1,*)B13(J), DM(J) DM(J)=DM(J)*1.E-8 IF(B13(J).EQ.1)THEN P(IND)=DM(J) P2(IND2)=DM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)/1.E-8 INDED(J)=IND IND=IND+1 IND2=IND2+1 ENDIF READ(1,*)B14(J), DDM(J) IF(B14(J).EQ.1)THEN P(IND)=DDM(J) P2(IND2)=DDM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND2=IND2+1 ENDIF READ(1,*)B15(J), CONCM(J) IF(B15(J).EQ.1)THEN P(IND)=CONCM(J) P2(IND2)=CONCM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND2=IND2+1 ENDIF C NUMBER OF DIFFERENT SITES READ(1,*) ACQ C PARAMETERS FOR DIFFERENT SITES DO J=1,ACQ READ(1,*)B4(J), (TAUMM(J,K),K=1,2) IF(B4(J).GE.2)THEN TM1=TAUMM(J,1) TM2=TAUMM(J,2) TM11(J)=TAUMM(J,1) TM21(J)=TAUMM(J,2) DO K=1,SET TAUMM(J,K)=TM1*EXP(TM2/TEMP(K)) END DO IF(B4(J).EQ.3) NPLUS2=1 ENDIF IF(B4(J).EQ.1)THEN P(IND)=TAUMM(J,1) P2(IND2)=TAUMM(J,1) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND2=IND2+1 ENDIF IF(B4(J).EQ.2)THEN P(IND)=TM1 P2(IND2)=TM1 P(IND+1)=TM2 P2(IND2+1)=TM2 WRITE(4,'(2X,4(E10.4,2X))') TM1,TM2 IND=IND+2 IND2=IND2+2 ENDIF READ(1,*)B5(J), AMOLFRAM(J) AMOLFRAM(J)=AMOLFRAM(J)*1.E-3/111. IF(B5(J).EQ.1)THEN P(IND)=AMOLFRAM(J) P2(IND2)=AMOLFRAM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND)*111./1.E-3 INDAMOLFRA(J)=IND IND=IND+1 IND2=IND2+1 ENDIF READ(1,*)B6(J), RKM(J) IF(B6(J).EQ.1)THEN P(IND)=RKM(J) P2(IND2)=RKM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND2=IND2+1 ENDIF READ(1,*)B16(J), ACONTM(J) IF(B16(J).EQ.1)THEN P(IND)=ACONTM(J) P2(IND2)=ACONTM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND2=IND2+1 ENDIF READ(1,*)B7(J), THETAM(J) IF(B7(J).EQ.1)THEN P(IND)=THETAM(J) P1(IND1)=THETAM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF READ(1,*)B8(J), PHIM(J) IF(B8(J).EQ.1)THEN P(IND)=PHIM(J) P1(IND1)=PHIM(J) WRITE(4,'(2X,4(E10.4,2X))') P(IND) IND=IND+1 IND1=IND1+1 ENDIF C NUMBER OF FITTING PARAMETERS NV=NV+B1(J)+B2(J)+B3(J)+B4(J)+B5(J)+B6(J)+B7(J)+B8(J)+B9(J)+ & B10(J)+B11(J)+B12(J)+B13(J)+B14(J)+B15(J)+B16(J)+B17(J) & +B18(J)+B19(J)+B20(J)+B21(J)-NPLUS*3-NPLUS2*3 C NUMBER OF FITTING PARAMETERS IN EXTERNAL CICLE NVEST=NVEST+B1(J)+B2(J)+B3(J)+B7(J)+B8(J)+B9(J)+ & B10(J)+B11(J)+B12(J)+B17(J) & +B18(J)+B19(J)+B20(J)+B21(J)-NPLUS*3 NPLUS=0 NPLUS2=0 END DO NVMEM=NV DPARATOT=0. EPARATOT=0. APERTOT=0. APERTOT2=0. APARTOT=0. ACONTOT=0. ACONIND=0. DO J=1,ACQ DPARATOT=DPARAM(J)+DPARATOT EPARATOT=EPARAM(J)+EPARATOT APERTOT=AZM(J)+APERTOT APERTOT2=AXM(J)+APERTOT2 APARTOT=AYM(J)+APARTOT ACONTOT=ACONTM(J)+ACONTOT END DO C DEFINITION OF NMX: DIMENSION OF ENERGY MATRIX IF(DPARATOT.EQ.0..AND.EPARATOT.EQ.0. & AND.GX.EQ.GZ.AND.GX.EQ.GY.AND.SPIN.EQ.0.5)THEN NMX=2.*(2*SI+1.) ELSE IF(APERTOT.EQ.0.AND.APARTOT.EQ.0.AND.APERTOT2.EQ.0.AND. & GX.EQ.GZ.AND.GX.EQ.GY.AND.EPARATOT.EQ.0)THEN SI=0.5 NMX=2*SPIN+1. ELSE NMX = (2*SI + 1)*(2*SPIN+1) ENDIF ENDIF IF(IREL.NE.1) NMX = (2*SI + 1)*(2*SPIN+1) IF(ACONTOT.NE.0) THEN IF(APERTOT.NE.0.OR.APARTOT.NE.0.OR.APERTOT2.NE.0.OR. & GX.NE.GZ.OR.GX.NE.GY.OR.EPARATOT.NE.0.OR.DPARATOT.NE.0)THEN NMX = (2*SI + 1)*(2*SPIN+1) ACONIND=1. ENDIF ENDIF READ(1,*) (NPT(K),K=1, SET) READ(1,*) FTOL READ(1,*) ALFASTEP C Z: FREQUENCIES, PP: RATE NPTOT=0 DO K=1,SET NPTOT=NPTOT+NPT(K) END DO DO 11 I=1,NPTOT READ(1,*) Z(I),PP(I) 11 CONTINUE CLOSE(1) OO=10 IF (NPT(1).EQ.0)GOTO 250 C STARTING FITTING PROCEDURE IF(NVEST.EQ.0)THEN CALL FUNCZFS(P2,FUNC,NMX,NV) NP=NV N=NV ITER=1000 CALL POWELLINT(P2,XI,N,NP,FTOL,ITER,FRET,NMX) DO J=1,NP WRITE(6,'(2X,4(E10.4,2X))') P2(J),2 END DO ELSE NP=NVEST N=NVEST ITER=1000 CALL POWELL(P1,XI,N,NP,FTOL,ITER,FRET,NMX) ENDIF WRITE(4,*) 'ERROR=', FRET/(NPTOT-NV) DO J=1,ACQ IF(B5(J).EQ.1)P2(INDAMOLFRA(J))=P2(INDAMOLFRA(J))*111/1.E-3 IF(B9(J).EQ.1)P1(INDAPAR(J))=P1(INDAPAR(J))/PI2/VL IF(B10(J).EQ.1)P1(INDAPER(J))=P1(INDAPER(J))/PI2/VL IF(B21(J).EQ.1)P1(INDAPER2(J))=P1(INDAPER2(J))/PI2/VL IF(B11(J).EQ.1)P1(INDDPARA(J))=P1(INDDPARA(J))/PI2/VL IF(B12(J).EQ.1)P1(INDEPARA(J))=P1(INDEPARA(J))/PI2/VL IF(B13(J).EQ.1)P2(INDED(J))=P2(INDED(J))/1.E-8 IF(B19(J).EQ.1)P1(INDS4(J))=P1(INDS4(J))/PI2/VL END DO C WRITE RESULTS OF FITTING PROCEDURE IF(NVEST.NE.0)THEN JI=1 IF(B1(1).EQ.2)THEN DO K=1,SET WRITE(4,'(2X,4(E10.4,2X))')P1(JI)*EXP(P1(JI+1)/TEMP(K)) END DO JI=JI+2 ENDIF IF(B2(1).EQ.2)THEN DO K=1,SET WRITE(4,'(2X,4(E10.4,2X))')P1(JI)*EXP(P1(JI+1)/TEMP(K)) END DO JI=JI+2 ENDIF IF(B3(1).EQ.2)THEN DO K=1,SET WRITE(4,'(2X,4(E10.4,2X))')P1(JI)*EXP(P1(JI+1)/TEMP(K)) END DO JI=JI+2 ENDIF DO J=JI,NVEST WRITE(4,'(2X,4(E10.4,2X))') P1(J) END DO ENDIF DO JJ=1,ACQ IF(NV-NVEST.NE.0)THEN JI=1 IF(B4(JJ).EQ.2)THEN DO K=1,SET WRITE(4,'(2X,4(E10.4,2X))')P2(JI)*EXP(P2(JI+1)/TEMP(K)) END DO JI=JI+2 ENDIF DO J=JI,NV-NVEST WRITE(4,'(2X,4(E10.4,2X))') P2(J) END DO ENDIF END DO WRITE(4,*) 'MAGN. FIELD, OBSED., CAL. ' DO 1 I=1,NPTOT WRITE(4,'(2X,3(F8.3,2X))') Z(I),PP(I)/CONCM(1)*0.001, & TPUNO(I)/CONCM(1)*0.001 1 CONTINUE CLOSE(4) DO J=1,ACQ IF(B5(J).EQ.1)P2(INDAMOLFRA(J))=P2(INDAMOLFRA(J))/111*1.E-3 IF(B9(J).EQ.1)P1(INDAPAR(J))=P1(INDAPAR(J))*PI2*VL IF(B10(J).EQ.1)P1(INDAPER(J))=P1(INDAPER(J))*PI2*VL IF(B21(J).EQ.1)P1(INDAPER2(J))=P1(INDAPER2(J))*PI2*VL IF(B11(J).EQ.1)P1(INDDPARA(J))=P1(INDDPARA(J))*PI2*VL IF(B12(J).EQ.1)P1(INDEPARA(J))=P1(INDEPARA(J))*PI2*VL IF(B13(J).EQ.1)P2(INDED(J))=P2(INDED(J))*1.E-8 IF(B19(J).EQ.1)P1(INDS4(J))=P1(INDS4(J))*PI2*VL END DO OO=0 250 CONTINUE C CALCULATION OF THE CURVE OPEN (44, FILE=FILENAME) DO K=1,SET NPT(K)=NUMPUN END DO INDEXSTAMPA=1 DO K=1,SET DO I=1,NPT(K) ZE = XMIN + (XMAX - XMIN)*FLOAT(I)/FLOAT(NPT(K)) ADD=0 DO IJK=1,K-1 ADD=ADD+NPT(IJK) END DO PP(I+1+ADD)=PP(I+ADD) Z(I+ADD) = 10.**ZE/1000000. END DO END DO NVEST=30+OO CALL FUNCZFS(P1,FUNC,NMX,NV) CLOSE(44) STOP END SUBROUTINE FUNCZFS(P,FUNC,NMX,NV) IMPLICIT REAL*8(A-H,O-Z) DIMENSION P(NV) DIMENSION XI2(21,21) PARAMETER(PI2 = 6.2831853, VL = 2.9979D+10) COMMON /SET/SET COMMON /PPAR/ P2(21) COMMON /RK10/ SPIN, SI COMMON /WATER/ ACQ COMMON /STAMPA/INDEXSTAMPA COMMON /STEPGAMMA/ STEPGAMMA COMMON /B4/ NVMEM,NPT(10),NPTOT COMMON /B31/ TPUNO(500) COMMON /B32/ PP(500),Z(500) COMMON /C1M/DM(10),DDM(10),CONCM(10) COMMON /IPERFM/AZM(10),AYM(10),AXM(10),THETAM(10),RKM(10), & TAUCM(10),DPARAM(10),EPARAM(10),PHIM(10),S4M(10),GXM(10), & GYM(10),GZM(10) COMMON /TAU1M/ TAUS0M(10,10),TAURM(10,10),TAUVM(10,10), & TAUMM(10,10) COMMON /MOLFRAZM/ AMOLFRAM(10) COMMON /CONTATM/ ACONTM(10) COMMON /INDA/ INDDPARA(10),INDAPAR(10),INDAPER(10),INDEPARA(10) & ,INDED(10),INDAMOLFRA(10),INDS4(10),INDAPER2(10) COMMON /C1/D,DD,CONC COMMON /IPERF/AZ,AY,AX,THETA,RK,TAUC,DPARA,EPARA,PHI,S4 COMMON /GTENSOR/ GX,GY,GZ COMMON /TAU1/ TAUS0 COMMON /TAU/ TAUR,TAUV,TAUM COMMON /MOLFRAZ/ AMOLFRA COMMON /CONTAT/ ACONT COMMON /GAMMAH/ GAMMAI COMMON /TM/ TMUNO,TMUNOCONT,TMUNOCROSS COMMON /CICLE/ NVEST COMMON /TMAT/ TMAT(500,10),TMATCONT(500,10),TMATCROSS(500,10) COMMON /BPARA/B1(10),B2(10),B3(10),B4(10),B5(10),B6(10),B7(10), & B8(10),B9(10),B10(10),B11(10),B12(10),B13(10),B14(10),B15(10), & B16(10),B17(10),B18(10),B19(10),B20(10),B21(10) COMMON/TEMPERATURE/ TEMP(10) DIMENSION TS1(10),TS2(10),TR1(10),TR2(10),TV1(10),TV2(10) COMMON /TMSTART/ TM11(10),TM21(10) C SET PARAMETERS FB=0. FBW=0. IF(NVEST.LT.30)THEN WRITE(6,*)'PARAMETERS: ' DO J=1,ACQ IF(B5(J).EQ.1)P(INDAMOLFRA(J))=P(INDAMOLFRA(J))*111/1.E-3 IF(B9(J).EQ.1)P(INDAPAR(J))=P(INDAPAR(J))/PI2/VL IF(B10(J).EQ.1)P(INDAPER(J))=P(INDAPER(J))/PI2/VL IF(B21(J).EQ.1)P(INDAPER2(J))=P(INDAPER2(J))/PI2/VL IF(B11(J).EQ.1)P(INDDPARA(J))=P(INDDPARA(J))/PI2/VL IF(B12(J).EQ.1)P(INDEPARA(J))=P(INDEPARA(J))/PI2/VL IF(B13(J).EQ.1)P(INDED(J))=P(INDED(J))/1.E-8 IF(B19(J).EQ.1)P(INDS4(J))=P(INDS4(J))/PI2/VL END DO DO I=1,NV WRITE(6,'(2X,E10.4)')P(I) END DO DO J=1,ACQ IF(B5(J).EQ.1)P(INDAMOLFRA(J))=P(INDAMOLFRA(J))/111*1.E-3 IF(B9(J).EQ.1)P(INDAPAR(J))=P(INDAPAR(J))*PI2*VL IF(B10(J).EQ.1)P(INDAPER(J))=P(INDAPER(J))*PI2*VL IF(B21(J).EQ.1)P(INDAPER2(J))=P(INDAPER2(J))*PI2*VL IF(B11(J).EQ.1)P(INDDPARA(J))=P(INDDPARA(J))*PI2*VL IF(B12(J).EQ.1)P(INDEPARA(J))=P(INDEPARA(J))*PI2*VL IF(B13(J).EQ.1)P(INDED(J))=P(INDED(J))*1.E-8 IF(B19(J).EQ.1)P(INDS4(J))=P(INDS4(J))*PI2*VL END DO ENDIF DO 223 K=1,SET DO I=1, NPT(K) IND=1 TPUNOTOT=0 J=1 TAUS0=TAUS0M(J,1) TAUR=TAURM(J,1) TAUV=TAUVM(J,1) IF(TAUR.EQ.0.AND.TAUV.EQ.0.)TAUC=TAUCM(J) AX=AXM(J) AY=AYM(J) AZ=AZM(J) DPARA=DPARAM(J) EPARA=EPARAM(J) GX=GXM(J) GY=GYM(J) GZ=GZM(J) S4=S4M(J) IF(INDEXSTAMPA.EQ.0.OR.NVEST.EQ.40)THEN D=DM(J) DD=DDM(J) CONC=CONCM(J) ENDIF C PARAMETERS************************************************************** IF(B1(J).EQ.1)THEN TAUS0=P(IND) IND=IND+1 ENDIF IF(B1(J).EQ.2)THEN TS1(K)=P(IND) TS2(K)=P(IND+1) IND=IND+2 ENDIF IF(B2(J).EQ.1)THEN TAUR=P(IND) IND=IND+1 ENDIF IF(B2(J).EQ.2)THEN TR1(K)=P(IND) TR2(K)=P(IND+1) IND=IND+2 ENDIF IF(B3(J).EQ.1)THEN TAUV=P(IND) IND=IND+1 ENDIF IF(B3(J).EQ.2)THEN TV1(K)=P(IND) TV2(K)=P(IND+1) IND=IND+2 ENDIF IF(B1(J).EQ.1.AND.TAUR.EQ.0.AND.TAUV.EQ.0)THEN TAUC=P(IND-1) ENDIF IF(B11(J).EQ.1)THEN DPARA=P(IND) IND=IND+1 ENDIF IF(B12(J).EQ.1)THEN EPARA=P(IND) IND=IND+1 ENDIF IF(B19(J).EQ.1)THEN S4=P(IND) IND=IND+1 ENDIF IF(B17(J).EQ.1)THEN GX=P(IND) IND=IND+1 ENDIF IF(B18(J).EQ.1)THEN GY=P(IND) IND=IND+1 ENDIF IF(B20(J).EQ.1)THEN GZ=P(IND) IND=IND+1 ENDIF IF(B9(J).EQ.1)THEN AX=P(IND) IND=IND+1 ENDIF IF(B10(J).EQ.1)THEN AY=P(IND) IND=IND+1 ENDIF IF(B21(J).EQ.1)THEN AZ=P(IND) IND=IND+1 ENDIF IND2=1 !!!!!!!!!!!!!!!!!!!!!!!!! IF(B13(J).EQ.1) IND2=IND2+1 IF(B14(J).EQ.1) IND2=IND2+1 IF(B15(J).EQ.1) IND2=IND2+1 !!!!!!!!!!!!!!!!! DO J=1,ACQ IF(INDEXSTAMPA.EQ.0.OR.NVEST.EQ.40)THEN TAUM=TAUMM(J,1) AMOLFRA=AMOLFRAM(J) RK=RKM(J) ACONT=ACONTM(J) ENDIF IF(INDEXSTAMPA.EQ.1)THEN !!!!!!!!!!!!!!!!!!!!!!!!!!!!! IF(B4(J).EQ.0)TAUM=TAUMM(J,1) IF(B4(J).EQ.1)THEN TAUM=P2(IND2) IND2=IND2+1 ENDIF IF(B4(J).EQ.2)THEN TM11(J)=P2(IND2) TM21(J)=P2(IND2+1) IND2=IND2+2 ENDIF IF(B5(J).EQ.0)AMOLFRA=AMOLFRAM(J) IF(B5(J).EQ.1)THEN AMOLFRA=P2(IND2) IND2=IND2+1 ENDIF IF(B6(J).EQ.0)RK=RKM(J) IF(B6(J).EQ.1)THEN RK=P2(IND2) IND2=IND2+1 ENDIF IF(B16(J).EQ.0)ACONT=ACONTM(J) IF(B16(J).EQ.1)THEN ACONT=P2(IND2) IND2=IND2+1 ENDIF ENDIF !!!!!!!!!!!!!!!!!!!!!!!!!!!! THETA=THETAM(J) PHI=PHIM(J) IF(B7(J).EQ.1)THEN THETA=P(IND) IND=IND+1 ENDIF IF(B8(J).EQ.1)THEN PHI=P(IND) IND=IND+1 ENDIF IF(B1(J).EQ.2)TAUS0=TS1(1)*EXP(TS2(1)/TEMP(K)) IF(B2(J).EQ.2)TAUR=TR1(1)*EXP(TR2(1)/TEMP(K)) !stokes IF(B3(J).EQ.2)TAUV=TV1(1)*EXP(TV2(1)/TEMP(K)) IF(B4(J).EQ.2)TAUM=TM11(J)*EXP(TM21(J)/TEMP(K)) IF(B1(J).EQ.3)TAUS0=TAUS0M(J,K) IF(B2(J).EQ.3)TAUR=TAURM(J,K) IF(B3(J).EQ.3)TAUV=TAUVM(J,K) IF(B4(J).EQ.3)TAUM=TAUMM(J,K) C******************************************************************************* ADD=0 DO IJK=1,K-1 ADD=ADD+NPT(IJK) END DO IPLUS=I+ADD C PROTON LARMOR FREQUENCY BZ=Z(IPLUS)*1000000 C CONSTANTS IN DIPOLAR RELAXATION RK1=10.*2.46502D-52/(2.6752D8)**2*GAMMAI**2*(RK*1.E-10)**(-6) IF (AMOLFRA.EQ.0.)RK1=10./(SPIN*(SPIN+1.)*2./15.)/TAUS0*1.E-9 IF(RK.EQ.0) RK1=0. C CONSTANT OF CONTACT RELAXATION CONA=(ACONT*6.28*1.E6*1.0546E-34) IF(TAUC.EQ.0.AND.TAUS0.EQ.0) GOTO 56 CALL GAUINT (BZ,TAUM,NMX) C STORE CONTRIBUTIONS FOR TUNO TMAT(IPLUS,J)=TMUNO TMATCONT(IPLUS,J)=TMUNOCONT TMATCROSS(IPLUS,J)=TMUNOCROSS C CALCULATION OF TPUNO TMUNO=TMUNO*RK1+CONA*CONA*TMUNOCONT+SQRT(RK1)*CONA*TMUNOCROSS TPUNO1=1./(1./TMUNO+TAUM)*AMOLFRA IF(AMOLFRA.EQ.0.)TPUNO1=1./(1./TMUNO+TAUM) TPUNO(IPLUS)=TPUNO1/CONC*0.001 TPUNOTOT=TPUNOTOT+TPUNO(IPLUS) END DO 56 CONTINUE C CALCULATION OF OUTER-SPHERE CONTRIBUTION TERM=0 IF(DD.NE.0)THEN V=BZ*2.*3.14 TAUD=D**2/DD CZ=SQRT(2*V*TAUD) ZZ=SQRT(2*V*TAUD*658.) GEI=(1.+5.*CZ/8.+CZ**2/8.)/(1.+CZ+CZ**2/2.+CZ**3/6.+4.* & CZ**4/81.+CZ**5/81.+CZ**6/648.) GES=(1.+5.*ZZ/8.+ZZ**2/8.)/(1.+ZZ+ZZ**2/2.+ZZ**3/6.+4.* & ZZ**4/81.+ZZ**5/81.+ZZ**6/648.) PRIMO=32.*3.14/405.*(2.6752E4*1.7608E7*1.0546E-27)**2*6.022E20 SECONDO=SPIN*(SPIN+1)*CONC/(D*DD) TERZO=(3.*GEI+7.*GES) TERM=(PRIMO*SECONDO*TERZO) ENDIF TPUNOTOT=TPUNOTOT+TERM TPUNO(IPLUS)=TPUNOTOT C DIFFERENCE BETWEEN EXPERIMENTAL AND FITTING VALUES FB=((PP(IPLUS)-TPUNO(IPLUS))**2)/PP(IPLUS)+FB FBW=SQRT((PP(IPLUS)-TPUNO(IPLUS))**2)/PP(IPLUS)+FBW IF (STEPGAMMA.NE.1) WRITE(6,'(2X,2(E10.4))')Z(IPLUS),TPUNO (IPLUS) IF(INDEXSTAMPA.EQ.1)WRITE(44,'(2X,2(E10.4))')6.283d+6*Z(IPLUS)/ & (GAMMAI) ,TPUNO(IPLUS) END DO 223 CONTINUE FUNC=FBW IF(INDEXSTAMPA.EQ.0)WRITE(6,*)' ERROR', & '=',FBW/(NPTOT-NVMEM),'**********' IF(NV.NE.NVMEM)THEN C INTERNAL FITTING PROCEDURE NP2=NVMEM-NV N2=NVMEM-NV ITER2=1000 FRET2=0. CALL POWELLINT(P2,XI2,N2,NP2,FTOL,ITER2,FRET2,NMX) WRITE(6,*)' ERROR', & '=', FRET2/(NPTOT-NVMEM) DO J=1,NP2 WRITE(6,'(2X,E10.4)')P2(J) END DO FUNC=FRET2 ENDIF RETURN END SUBROUTINE FUNCINT(P,FUNC,NMX,NV) IMPLICIT REAL*8(A-H,O-Z) DIMENSION P(NV) PARAMETER(PI2 = 6.2831853, VL = 2.9979D+10) COMMON /SET/SET COMMON /RK10/ SPIN, SI COMMON /WATER/ ACQ COMMON /STAMPA/INDEXSTAMPA COMMON /STEPGAMMA/ STEPGAMMA COMMON /B4/ NVMEM,NPT(10),NPTOT COMMON /B31/ TPUNO(500) COMMON /B32/ PP(500),Z(500) COMMON /C1M/DM(10),DDM(10),CONCM(10) COMMON /IPERFM/AZM(10),AYM(10),AXM(10),THETAM(10),RKM(10), & TAUCM(10),DPARAM(10),EPARAM(10),PHIM(10),S4M(10),GXM(10), & GYM(10),GZM(10) COMMON /TAU1M/ TAUS0M(10,10),TAURM(10,10),TAUVM(10,10), & TAUMM(10,10) COMMON /MOLFRAZM/ AMOLFRAM(10) COMMON /CONTATM/ ACONTM(10) COMMON/INDA/ INDDPARA(10),INDAPAR(10),INDAPER(10),INDEPARA(10) & ,INDED(10),INDAMOLFRA(10),INDS4(10),INDAPER2(10) COMMON /C1/D,DD,CONC COMMON /IPERF/AZ,AY,AX,THETA,RK,TAUC,DPARA,EPARA,PHI,S4 COMMON /GTENSOR/ GX,GY,GZ COMMON /TAU1/ TAUS0 COMMON /TAU/ TAUR,TAUV,TAUM COMMON /MOLFRAZ/ AMOLFRA COMMON /CONTAT/ ACONT COMMON /GAMMAH/ GAMMAI COMMON /TM/ TMUNO,TMUNOCONT,TMUNOCROSS COMMON /CICLE/ NVEST COMMON /TMAT/ TMAT(500,10),TMATCONT(500,10),TMATCROSS(500,10) COMMON /BPARA/B1(10),B2(10),B3(10),B4(10),B5(10),B6(10),B7(10), & B8(10),B9(10),B10(10),B11(10),B12(10),B13(10),B14(10),B15(10), & B16(10),B17(10),B18(10),B19(10),B20(10),B21(10) COMMON/TEMPERATURE/ TEMP(10) DIMENSION TM1(10),TM2(10) C SET PARAMETERS FB=0. FBW=0. DO 223 K=1,SET DO I=1, NPT(K) IND=1 TPUNOTOT=0 J=1 C PARAMETERS OF INTERNAL FITTING********************************************* IF(B13(J).EQ.1)THEN D=P(IND) IND=IND+1 ELSE D=DM(J) ENDIF IF(B14(J).EQ.1)THEN DD=P(IND) IND=IND+1 ELSE DD=DDM(J) ENDIF IF(B15(J).EQ.1)THEN CONC=P(IND) IND=IND+1 ELSE CONC=CONCM(J) ENDIF DO J=1,ACQ IF(B4(J).EQ.1)THEN TAUM=P(IND) IND=IND+1 ENDIF IF(B4(J).EQ.2)THEN TM1(1)=P(IND) TM2(1)=P(IND+1) IND=IND+2 ENDIF IF(B4(J).EQ.0) TAUM=TAUMM(J,1) IF(B5(J).EQ.1)THEN AMOLFRA=P(IND) IND=IND+1 ELSE AMOLFRA=AMOLFRAM(J) ENDIF IF(B6(J).EQ.1)THEN RK=P(IND) IND=IND+1 ELSE RK=RKM(J) ENDIF IF(B16(J).EQ.1)THEN ACONT=P(IND) IND=IND+1 ELSE ACONT=ACONTM(J) ENDIF IF(B4(J).EQ.2)TAUM=TM1(1)*EXP(TM2(1)/TEMP(K)) IF(B4(J).EQ.3)TAUM=TAUMM(J,K) C******************************************************************************* ADD=0 DO IJK=1,K-1 ADD=ADD+NPT(IJK) END DO IPLUS=I+ADD BZ=Z(IPLUS)*1000000. RK1=10.*2.46502D-52/(2.6752D8)**2*GAMMAI**2*(RK*1.E-10)**(-6) IF (AMOLFRA.EQ.0.)RK1=10./(SPIN*(SPIN+1.)*2./15.)/TAUS0*1.E-9 IF(RK.EQ.0) RK1=0. CONA=(ACONT*6.28*1.E6*1.0546E-34) C READ CALCULATED CONTRIBUTIONS TO TMUNO TMUNO=TMAT(IPLUS,J) TMUNOCONT=TMATCONT(IPLUS,J) TMUNOCROSS=TMATCROSS(IPLUS,J) C CALCULATION OF TMUNO TMUNO=TMUNO*RK1+CONA*CONA*TMUNOCONT+SQRT(RK1)*CONA*TMUNOCROSS TPUNO1=1./(1./TMUNO+TAUM)*AMOLFRA IF(AMOLFRA.EQ.0.)TPUNO1=1./(1./TMUNO+TAUM) TPUNO(IPLUS)=TPUNO1/CONC*0.001 TPUNOTOT=TPUNOTOT+TPUNO(IPLUS) END DO 56 CONTINUE C CALCULATION OF OUTER-SPHERE CONTRIBUTION TERM=0 IF(DD.NE.0)THEN V=BZ*2.*3.14 TAUD=D**2/DD CZ=SQRT(2*V*TAUD) ZZ=SQRT(2*V*TAUD*658.) GEI=(1.+5.*CZ/8.+CZ**2/8.)/(1.+CZ+CZ**2/2.+CZ**3/6.+4.* & CZ**4/81.+CZ**5/81.+CZ**6/648.) GES=(1.+5.*ZZ/8.+ZZ**2/8.)/(1.+ZZ+ZZ**2/2.+ZZ**3/6.+4.* & ZZ**4/81.+ZZ**5/81.+ZZ**6/648.) PRIMO=32.*3.14/405.*(2.6752E4*1.7608E7*1.0546E-27)**2*6.022E20 SECONDO=SPIN*(SPIN+1)*CONC/(D*DD) TERZO=(3.*GEI+7.*GES) TERM=(PRIMO*SECONDO*TERZO) ENDIF TPUNOTOT=TPUNOTOT+TERM C DIFFERENCES BETWEEN EXPERIMENTAL AND FITTED VALUES TPUNO(IPLUS)=TPUNOTOT FB=((PP(IPLUS)-TPUNO(IPLUS))**2)/PP(IPLUS)+FB FBW=SQRT((PP(IPLUS)-TPUNO(IPLUS))**2)/PP(IPLUS)+FBW !IF (STEPGAMMA.NE.1) WRITE(6,'(2X,2(E10.4))')Z(IPLUS),TPUNO (IPLUS) IF(INDEXSTAMPA.EQ.1) WRITE(44,'(2X,2(E10.4))') 6.283d+6*Z (IPLUS)/ & (GAMMAI), TPUNO(IPLUS) END DO 223 CONTINUE FUNC=FBW RETURN END FUNCTION E(BZ,BETA,THETA,TAUC,NMX,PHI,GAMMA) IMPLICIT REAL*8(A-H,O-Z) COMMON /A3/ T11,T12,T13 COMMON /T1T2/ IREL COMMON /ECOM/ ECONT,ECROSS COMMON /STEPGAMMA/ STEPGAMMA COMMON /TOT/ DPARATOT,EPARATOT OMI=BZ*6.2831853 CALL DIAG(BETA,GAMMA,BZ,NMX) CCCCCCCCCCCCCCCCCCCCCCCC modificare CCCCCCCCCCCCCCCCCCCCCCCCCCCCCCC IF(IREL.EQ.1.AND.STEPGAMMA.GT.1)CALL TUNO(BETA,OMI,THETA, & TAUC,NMX,PHI,GAMMA) IF(IREL.EQ.1.AND.STEPGAMMA.EQ.1)CALL TUNOISO(BETA,OMI,THETA, & TAUC,NMX) ! IF(IREL.EQ.1)CALL TUNO(BETA,OMI,THETA,TAUC,NMX,PHI,GAMMA) IF(IREL.EQ.2)CALL TDUE(BETA,OMI,THETA,TAUC,NMX,PHI,GAMMA) E=T11*SIN(BETA) ECONT=T12*SIN(BETA) ECROSS=T13*SIN(BETA) RETURN END SUBROUTINE DIAG(BETA,GAMMA,BZ,NMX) IMPLICIT REAL*8(A-H,O-Z) PARAMETER(PI2 = 6.2831853, VL = 2.9979D+10) common /butto/ taurb,tausb COMMON /RK10/ SPIN, SI COMMON /T1T2/ IREL COMMON /INDEX/ INDEX COMMON /STEPGAMMA/ STEPGAMMA COMMON /TAUDELTA/ TAUDELTA COMMON /TAUE/ TAUE COMMON /CONTAT/ ACONT COMMON /TOT/ DPARATOT,EPARATOT,APARTOT,APERTOT,APERTOT2,ACONIND COMMON /IPERF/AZ,AY,AX,THETA,RK,TAUC,DPARA,EPARA,PHI,S4 COMMON /GTENSOR/ GX,GY,GZ COMMON /TAU/ TAUR,TAUV,TAUM COMMON /TAU1/ TAUS0 COMMON /AOLD/ OMOLD(10000),COLD(10000,4) dimension cold1(10000,4),cold2(10000,4) COMPLEX*16 C(100,100,19) COMPLEX*16 Cn1(100,100,19) COMPLEX*16 Cn2(100,100,19) COMMON /A1/ OM(1000,1000),C PARAMETER(MBRANC=90) COMPLEX*16 SZ(MBRANC,MBRANC),SP(MBRANC,MBRANC),SM(MBRANC,MBRANC) DIMENSION CO1(MBRANC),CO2(MBRANC), CO3(MBRANC) COMPLEX*16 SZT(MBRANC,MBRANC),SPT(MBRANC,MBRANC) COMPLEX*16 SMT(MBRANC,MBRANC) COMPLEX*16 TZ,TP,TM COMPLEX*16 cpp,cpm,cpz,cmp,cmm,cmz,czz,czp,czm COMPLEX*16 ammcp1,ammcp2,ammcp3,ammcp4,ammcp5,ammcp6,ammcp7, & ammcp8,ammcp9 COMPLEX*16 ammcm1,ammcm2,ammcm3,ammcm4,ammcm5,ammcm6,ammcm7, & ammcm8,ammcm9 COMPLEX*16 ammcz1,ammcz2,ammcz3,ammcz4,ammcz5,ammcz6,ammcz7, & ammcz8,ammcz9 COMPLEX*16 primo,secondo,terzo,quarto,quinto,sesto,settimo, & ottavo,onono COMPLEX*16 a1,b1,c1,d1,e1,f1,g1,h1,ai1,al1,trhoa,trhob,trhoc COMPLEX*16 a,b,cp,a11,a12,a13,a21,a22,a23,a31,a32,a33 COMPLEX*16 a44,a55,a66,a77,a88,a99,a45,a54,a78,a87 COMPLEX*16 t10,t21,t3,t4,t5,t6,t78,t8,t11,t12 COMPLEX*16 rpzpz,rzmzm,r1223,rpmpm complex*16 ak11,ak12,ak13,ak21,ak22,ak23,ak31,ak32,ak33 complex*16 cz1,cz2,cz3,cz4,cz5,cz6,cz7,cz8,cz9 complex*16 cp1,cp2,cp3,cp4,cp5,cp6,cp7,cp8,cp9 complex*16 cm1,cm2,cm3,cm4,cm5,cm6,cm7,cm8,cm9 COMPLEX*16 rhoa,rhob,rhoc,rt1 common /stoccolma/ disp DIMENSION WR( MBRANC ) COMPLEX*16 AR(MBRANC,MBRANC),ZR(MBRANC,MBRANC ) COMPLEX*16 aaa(3,3) DIMENSION ARR(MBRANC,MBRANC),ARI(MBRANC,MBRANC) DIMENSION ZRR(MBRANC,MBRANC),ZRI(MBRANC,MBRANC) DIMENSION WK1(MBRANC),WK2(MBRANC),WK3(MBRANC) integer lda,num,ipvt(3),info,job complex*16 det(2),work(3),zrn(3,3) COMMON /GAMMAH/GAMMAI complex a44zfs,a55zfs,a44zee,a55zee CT=COS(BETA) ST=SIN(BETA) C CALCULATION OF CORRELATION TIME WI=2*3.1416*BZ WS=658.2*WI IF(TAUV.EQ.0.AND.TAUR.EQ.0)THEN TAUC=TAUS0 IF(TAUM.EQ.0)THEN TAUE=TAUS0 ELSE TAUE=1./(1./TAUS0+1./TAUM) ENDIF ELSE STI=WS**2*TAUV**2 IF (TAUDELTA.EQ.2)THEN delta=taus0*VL*PI2 RTAUS=2.*(TAUS0*VL*PI2)**2*(4.*SPIN*(SPIN+1)-3)/50.* & (TAUV/(1+STI)+4*TAUV/(1+4*STI)) ! write(6,*)rtaus ! stop !cance ELSE delta=0 RTAUS=(0.2/TAUS0)*(1./(1.+STI)+4./(1.+4.*STI)) ENDIF IF(TAUR.EQ.0)THEN RTAUC=RTAUS ELSE RTAUC=RTAUS+1./TAUR ENDIF IF(TAUM.NE.0)THEN RTAUC=RTAUC+1./TAUM ENDIF TAUC=1./RTAUC IF (ACONT.NE.0)THEN IF (TAUM.EQ.0)THEN RTAUE=RTAUS ELSE RTAUE=RTAUS+1./TAUM ENDIF TAUE=1./RTAUE ENDIF ENDIF IF (STEPGAMMA.GT.1)THEN COEFFH=-1. ELSE COEFFH=1. ENDIF IF(ACONIND.EQ.1.)GO TO 456 IF (DPARATOT.EQ.0..AND.EPARATOT.EQ.0..AND.SPIN.EQ.0.5.AND. & GX.EQ.GY.AND.GX.EQ.GZ.AND.IREL.EQ.1)THEN C MATRIX OF ENERGY FOR HYPERFINE COUPLING X=BZ*3.1415927*658.2 ZC=X*CT ZS=X*ST DO 200 I=1,(2.*SI+1.)*2. DO 200 J=1,(2.*SI+1.) *2. 200 AR(I,J) =0. SSI = SI*(SI + 1.) DO I = 1, (2.*SI+1.)*2., 2 COEF = SI - (I - 1)/2 AR(I,I) = ZC*GZ + (SI-I/2)*AZ/2. AR(I+1,I+1) = -(ZC*GZ + (SI-I/2)*AZ/2.) AR(I,I+1) = COEFFH*ZS*GY AR(I+1,I) = COEFFH*ZS*GY AR(I+1,I+2) = 0.5*(AX+AY)/2.*SQRT(SSI-(COEF-1.)*COEF) AR(I+2,I+1) = 0.5*(AX+AY)/2.*SQRT(SSI-(COEF-1.)*COEF) END DO IF (INDEX.EQ.1)THEN WRITE(6,*)'DIM. MATRIX', NMX OPEN(UNIT=17,FILE='MAT') DO I=1,(2.*SI+1)*(2.*SPIN+1) DO J=1,(2.*SI+1)*(2.*SPIN+1) WRITE(17,*)AR(I,J) END DO WRITE(17,*)' ' END DO CLOSE(17) ENDIF INDEX=INDEX+1 C DIAGONALISATION OF THE MATRIX OF ENERGY DO 45 I=1,NMX DO 45 J=1,NMX ARR(I,J)=REAL(AR(I,J)) ARI(I,J)=IMAG(AR(I,J)) 45 CONTINUE CALL F02AXF(ARR,MBRANC,ARI,MBRANC,NMX,WR,ZRR,MBRANC,ZRI,MBRANC $ ,WK1,WK2,WK3,0) DO 46 I=1,NMX DO 46 J=1,NMX ZR(I,J)=CMPLX(ZRR(I,J),ZRI(I,J)) 46 CONTINUE I=1 OM(1,1)=0. OMOLD(1)=0. DO 700 K=1,NMX DO 700 L=1,NMX IF (K.EQ.L)GO TO 700 I=I+1 OM(K,L)=WR(K)-WR(L) C DIFFERENCES IN ENERGY LEVELS OMOLD(I)=WR(K)-WR(L) 700 CONTINUE C CALCULATION OF CORRELATION FUNCTIONS DO 400 K=1,NMX DO 400 L=1,NMX TZ=0 DO 1500 J=1,NMX TZ=-((-1.)**J)*ZR(J,K)*CONJG(ZR(J,L)) +TZ 1500 CONTINUE SZ(K,L)=TZ/ 2. SZT(K,L)=SZ (K,L) TP=0 DO J=1,NMX,2 TP=ZR(J,K)*CONJG(ZR(J+1,L))+TP END DO SP(K,L) =TP SPT(K,L)=SP (K,L) TM=0 DO J=2,NMX,2 TM=ZR(J,K)*CONJG(ZR(J-1,L)) +TM END DO SM(K,L) =TM SMT(K,L)=SM (K,L) 400 CONTINUE GO TO 567 ENDIF IF (APARTOT.EQ.0.AND.APERTOT.EQ.0.AND.APERTOT2.EQ.0. & AND.EPARATOT.EQ.0.AND.GX.EQ.GY.AND.GX.EQ.GZ.AND.IREL.EQ.1)THEN IF (INDEX.EQ.1)THEN WRITE(6,*)'DIM. MATRIX', NMX ENDIF INDEX=INDEX+1 C MATRIX OF ENERGY IN ZERO FIELD SPLITTING X=BZ*2*3.1415927*658.2 ZC=X*CT ZS=X*ST DO 5200 I=1,NMX DO 5200 J=1,NMX 5200 AR(I,J)=0. S = FLOAT(NMX - 1)/2. SS = S*(S + 1.) DO I = 1, NMX COEF = S - DFLOAT(I - 1) AR(I,I) = COEF*ZC*GZ + DPARA*(COEF**2 - SS/3.) IF(I.LT.NMX) THEN AR(I,I+1) = COEFFH*0.5*ZS*GY*SQRT(SS-(COEF-1.)*COEF) AR(I+1,I) = AR(I,I+1) END IF END DO IF (INDEX.EQ.2)THEN OPEN(UNIT=17,FILE='MAT') DO I=1,(2.*SI+1)*(2.*SPIN+1) DO J=1,(2.*SI+1)*(2.*SPIN+1) WRITE(17,*)AR(I,J) END DO WRITE(17,*)' ' END DO CLOSE(17) ENDIF INDEX=INDEX+1 DO 145 I=1,NMX DO 145 J=1,NMX ARR(I,J)=REAL(AR(I,J)) ARI(I,J)=IMAG(AR(I,J)) 145 CONTINUE CALL F02AXF(ARR,MBRANC,ARI,MBRANC,NMX,WR,ZRR,MBRANC,ZRI,MBRANC $ ,WK1,WK2,WK3,0) DO 146 I=1,NMX DO 146 J=1,NMX ZR(I,J)=CMPLX(ZRR(I,J),ZRI(I,J)) 146 CONTINUE I=1 OM(1,1)=0. OMOLD(1)=0. DO 570 K=1,NMX DO 570 L=1,NMX IF (K.EQ.L)GO TO 570 I=I+1 OM(K,L)=WR(K)-WR(L) OMOLD(I)=WR(K)-WR(L) 570 CONTINUE C PER SPIN (SZ) DIVERSI DA 1/2 DO J=1,NMX CO1(J)=(NMX-(2*J-1))/2. END DO DO J=1,NMX-1 CO2(J)=SQRT(SS-CO1(J+1)*(CO1(J+1)+1.)) END DO DO J=2,NMX CO3(J)=SQRT(SS-CO1(J-1)*(CO1(J-1)-1.)) END DO omega1=abs(wr(2)-wr(3)) !omold(5)) !ZFS omega2=abs(wr(1)-wr(2)) !omold(3)) !ZFS omega3=abs(wr(3)-wr(1)) !omold(2)) !ZFS cmp=zrr(3,3) czp=zrr(2,3) cpp=zrr(1,3) cmm=zrr(3,1) !solo Zeeman czm=zrr(2,1) cpm=zrr(1,1) cmz=zrr(3,2) czz=zrr(2,2) cpz=zrr(1,2) bfield=bz*6.283/GAMMAI C***************************************************************************** C*********** CACLULATION OF ELECTRONIC R2 ************************************ C*********** IN AXIAL ROUTINE ************************************ C***************************************************************************** !nuovo calcolo R2 !++00 a1=cpp*conjg(cpp)-2*czp*conjg(czp)+cmp*conjg(cmp) b1=cpp*conjg(czp)-czp*conjg(cmp) c1=conjg(czp)*cmp-czp*conjg(cpp) d1=cpp*conjg(cmp) e1=cmp*conjg(cpp) f1=cpz*conjg(cpz)-2*czz*conjg(czz)+cmz*conjg(cmz) g1=cpz*conjg(czz)-czz*conjg(cmz) h1=cmz*conjg(czz)-czz*conjg(cpz) ai1=cmz*conjg(cpz) al1=cpz*conjg(cmz) t10=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 !0++0 a1=cpz*conjg(cpp)-2*czz*conjg(czp)+cmz*conjg(cmp) b1=cpz*conjg(czp)-czz*conjg(cmp) c1=cmz*conjg(czp)-czz*conjg(cpp) d1=cpz*conjg(cmp) e1=cmz*conjg(cpp) f1=cpp*conjg(cpz)-2*czp*conjg(czz)+cmp*conjg(cmz) g1=cpp*conjg(czz)-czp*conjg(cmz) h1=cmp*conjg(czz)-czp*conjg(cpz) ai1=cpp*conjg(cmz) al1=cmp*conjg(cpz) t3=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 !0000 a1=cpz*conjg(cpz)-2*czz*conjg(czz)+cmz*conjg(cmz) b1=cpz*conjg(czz)-czz*conjg(cmz) c1=cmz*conjg(czz)-czz*conjg(cpz) d1=cmz*conjg(cpz) e1=cpz*conjg(cmz) f1=cpz*conjg(cpz)-2*czz*conjg(czz)+cmz*conjg(cmz) g1=cpz*conjg(czz)-czz*conjg(cmz) h1=cmz*conjg(czz)-czz*conjg(cpz) ai1=cmz*conjg(cpz) al1=cpz*conjg(cmz) t4=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 !0--0 a1=cpz*conjg(cpm)-2*czz*conjg(czm)+cmz*conjg(cmm) b1=cpz*conjg(czm)-czz*conjg(cmm) c1=cmz*conjg(czm)-czz*conjg(cpm) d1=cpz*conjg(cmm) e1=cmz*conjg(cpm) f1=cpm*conjg(cpz)-2*czm*conjg(czz)+cmm*conjg(cmz) g1=cpm*conjg(czz)-czm*conjg(cmz) h1=cmm*conjg(czz)-czm*conjg(cpz) ai1=cpm*conjg(cmz) al1=cmm*conjg(cpz) t5=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 !++++ a1=cpp*conjg(cpp)-2*czp*conjg(czp)+cmp*conjg(cmp) b1=cpp*conjg(czp)-czp*conjg(cmp) c1=conjg(czp)*cmp-czp*conjg(cpp) d1=cpp*conjg(cmp) e1=cmp*conjg(cpp) f1=cpp*conjg(cpp)-2*czp*conjg(czp)+cmp*conjg(cmp) g1=cpp*conjg(czp)-czp*conjg(cmp) h1=conjg(czp)*cmp-czp*conjg(cpp) ai1=cpp*conjg(cmp) al1=cmp*conjg(cpp) t6=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 !-++- a1=cpp*conjg(cpm)-2*czp*conjg(czm)+cmp*conjg(cmm) b1=cpp*conjg(czm)-czp*conjg(cmm) c1=cmp*conjg(czm)-czp*conjg(cpm) d1=cpp*conjg(cmm) e1=cmp*conjg(cpm) f1=cpm*conjg(cpp)-2*czm*conjg(czp)+cmm*conjg(cmp) g1=cpm*conjg(czp)-czm*conjg(cmp) h1=cmm*conjg(czp)-czm*conjg(cpp) ai1=cpm*conjg(cmp) al1=cmm*conjg(cpp) t78=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 rpzpz=-(2*t10*tauv & -t6*tauv & -2*t3* & tauv/(1+omega1**2*tauv**2) & -t78* & tauv/(1+omega3**2*tauv**2) & -t4*tauv & -t5* & tauv/(1+omega2**2*tauv**2)) !---- a1=cpm*conjg(cpm)-2*czm*conjg(czm)+cmm*conjg(cmm) b1=cpm*conjg(czm)-czm*conjg(cmm) c1=cmm*conjg(czm)-czm*conjg(cpm) d1=cpm*conjg(cmm) e1=cmm*conjg(cpm) f1=cpm*conjg(cpm)-2*czm*conjg(czm)+cmm*conjg(cmm) g1=cpm*conjg(czm)-czm*conjg(cmm) h1=cmm*conjg(czm)-czm*conjg(cpm) ai1=cpm*conjg(cmm) al1=cmm*conjg(cpm) t12=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 !00-- a1=cpz*conjg(cpz)-2*czz*conjg(czz)+cmz*conjg(cmz) b1=cpz*conjg(czz)-czz*conjg(cmz) c1=cmz*conjg(czz)-czz*conjg(cpz) d1=cmz*conjg(cpz) e1=cpz*conjg(cmz) f1=cpm*conjg(cpm)-2*czm*conjg(czm)+cmm*conjg(cmm) g1=cpm*conjg(czm)-czm*conjg(cmm) h1=cmm*conjg(czm)-czm*conjg(cpm) ai1=cpm*conjg(cmm) al1=cmm*conjg(cpm) t11=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 rzmzm=-(2*t11*tauv & -t3* & tauv/(1+omega1**2*tauv**2) & -t4*tauv & -2*t5* & tauv/(1+omega2**2*tauv**2) & -t78* & tauv/(1+omega3**2*tauv**2) & -t12*tauv) a1=cpp*conjg(cpz)-2*czp*conjg(czz)+cmp*conjg(cmz) b1=cpp*conjg(czz)-czp*conjg(cmz) c1=cmp*conjg(czz)-czp*conjg(cpz) d1=cpp*conjg(cmz) e1=cmp*conjg(cpz) f1=cpm*conjg(cpz)-2*czm*conjg(czz)+cmm*conjg(cmz) g1=cpm*conjg(czz)-czm*conjg(cmz) h1=cmm*conjg(czz)-czm*conjg(cpz) ai1=cpm*conjg(cmz) al1=cmm*conjg(cpz) t8=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 r1223zee=-t8* & (tauv/(1+omega1**2*tauv**2)+ & tauv/(1+omega2**2*tauv**2)) c****************************************************************************** c******************** R1223zfs ************************************************ if ((dpara.gt.ws).or.(beta.gt.0.07)) then cmp=zrr(3,3) !ZFS czp=zrr(2,3) cpp=zrr(1,3) cmm=zrr(3,2) czm=zrr(2,2) cpm=zrr(1,2) cmz=zrr(3,1) czz=zrr(2,1) cpz=zrr(1,1) omega1=abs(wr(1)-wr(3)) !omold(5)) !ZFS omega2=abs(wr(1)-wr(2)) !omold(3)) !ZFS omega3=abs(wr(3)-wr(2)) !omold(2)) !ZFS a1=cpp*conjg(cpz)-2*czp*conjg(czz)+cmp*conjg(cmz) b1=cpp*conjg(czz)-czp*conjg(cmz) c1=cmp*conjg(czz)-czp*conjg(cpz) d1=cpp*conjg(cmz) e1=cmp*conjg(cpz) f1=cpm*conjg(cpz)-2*czm*conjg(czz)+cmm*conjg(cmz) g1=cpm*conjg(czz)-czm*conjg(cmz) h1=cmm*conjg(czz)-czm*conjg(cpz) ai1=cpm*conjg(cmz) al1=cmm*conjg(cpz) t8=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 r1223zfs=-t8* & (tauv/(1+omega1**2*tauv**2)+ & tauv/(1+omega2**2*tauv**2)) endif omega1=abs(wr(2)-wr(3)) !omold(5)) !ZFS omega2=abs(wr(1)-wr(2)) !omold(3)) !ZFS omega3=abs(wr(3)-wr(1)) !omold(2)) !ZFS cmp=zrr(3,3) czp=zrr(2,3) cpp=zrr(1,3) cmm=zrr(3,1) !solo Zeeman czm=zrr(2,1) cpm=zrr(1,1) cmz=zrr(3,2) czz=zrr(2,2) cpz=zrr(1,2) c****************************************************************************** ! ++-0 a1=cpp*conjg(cpp)-2*czp*conjg(czp)+cmp*conjg(cmp) b1=cpp*conjg(czp)-czp*conjg(cmp) c1=conjg(czp)*cmp-czp*conjg(cpp) d1=cpp*conjg(cmp) e1=cmp*conjg(cpp) f1=cpm*conjg(cpz)-2*czm*conjg(czz)+cmm*conjg(cmz) g1=cpm*conjg(czz)-czm*conjg(cmz) h1=cmm*conjg(czz)-czm*conjg(cpz) ai1=cpm*conjg(cmz) al1=cmm*conjg(cpz) t51=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 ! +0-+ a1=cpp*conjg(cpz)-2*czp*conjg(czz)+cmp*conjg(cmz) b1=cpp*conjg(czz)-czp*conjg(cmz) c1=cmp*conjg(czz)-czp*conjg(cpz) d1=cpp*conjg(cmz) e1=cmp*conjg(cpz) f1=cpp*conjg(cpm)-2*czp*conjg(czm)+cmp*conjg(cmm) g1=cpp*conjg(czm)-czp*conjg(cmm) h1=cmp*conjg(czm)-czp*conjg(cpm) ai1=cpp*conjg(cmm) al1=cmp*conjg(cpm) t52=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 ! 00-0 a1=cpz*conjg(cpz)-2*czz*conjg(czz)+cmz*conjg(cmz) b1=cpz*conjg(czz)-czz*conjg(cmz) c1=cmz*conjg(czz)-czz*conjg(cpz) d1=cmz*conjg(cpz) e1=cpz*conjg(cmz) f1=cpm*conjg(cpz)-2*czm*conjg(czz)+cmm*conjg(cmz) g1=cpm*conjg(czz)-czm*conjg(cmz) h1=cmm*conjg(czz)-czm*conjg(cpz) ai1=cpm*conjg(cmz) al1=cmm*conjg(cpz) t53=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 ! -0-- a1=cpm*conjg(cpz)-2*czm*conjg(czz)+cmm*conjg(cmz) b1=cpm*conjg(czz)-czm*conjg(cmz) c1=cmm*conjg(czz)-czm*conjg(cpz) d1=cpm*conjg(cmz) e1=cmm*conjg(cpz) f1=cpm*conjg(cpm)-2*czm*conjg(czm)+cmm*conjg(cmm) g1=cpm*conjg(czm)-czm*conjg(cmm) h1=cmm*conjg(czm)-czm*conjg(cpm) ai1=cpm*conjg(cmm) al1=cmm*conjg(cpm) t54=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 r1213=-(t51*tauv+t51* & tauv/(1+omega2**2*tauv**2) & -t52* & tauv/(1+omega3**2*tauv**2) & -t53* & tauv/(1+omega2**2*tauv**2) & -t54*tauv) ! 0-+- a1=cpz*conjg(cpm)-2*czz*conjg(czm)+cmz*conjg(cmm) b1=cpz*conjg(czm)-czz*conjg(cmm) c1=cmz*conjg(czm)-czz*conjg(cpm) d1=cpz*conjg(cmm) e1=cmz*conjg(cpm) f1=cpm*conjg(cpp)-2*czm*conjg(czp)+cmm*conjg(cmp) g1=cpm*conjg(czp)-czm*conjg(cmp) h1=cmm*conjg(czp)-czm*conjg(cpp) ai1=cpm*conjg(cmp) al1=cmm*conjg(cpp) t41=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 r2331=-t41* & (tauv/(1+omega3**2*tauv**2)+ & tauv/(1+omega2**2*tauv**2)) rt2a=(rpzpz+rzmzm+sqrt((rpzpz-rzmzm)**2+4*r1223**2))/2 rt2b=(rpzpz+rzmzm-sqrt((rpzpz-rzmzm)**2+4*r1223**2))/2 !++-- a1=cpp*conjg(cpp)-2*czp*conjg(czp)+cmp*conjg(cmp) b1=cpp*conjg(czp)-czp*conjg(cmp) c1=conjg(czp)*cmp-czp*conjg(cpp) d1=cpp*conjg(cmp) e1=cmp*conjg(cpp) f1=cpm*conjg(cpm)-2*czm*conjg(czm)+cmm*conjg(cmm) g1=cpm*conjg(czm)-czm*conjg(cmm) h1=cmm*conjg(czm)-czm*conjg(cpm) ai1=cpm*conjg(cmm) al1=cmm*conjg(cpm) t21=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 rpmpm=-(2*t21*tauv & -t6*tauv & -t3* & tauv/(1+omega1**2*tauv**2) & -2*t78* & tauv/(1+omega3**2*tauv**2) & -t5* & tauv/(1+omega2**2*tauv**2) & -t12*tauv) C***************************************************************************** C*********** CALCULATION OF ELECTRONIC R1 ************************************ C*********** IN AXIAL ROUTINE ************************************ C***************************************************************************** ! originali a1=cpz*cpp-2*czz*czp+cmz*cmp b1=cpz*czp-czz*cmp c1=cmz*czp-czz*cpp d1=cpz*cmp e1=cmz*cpp f1=cpp*cpz-2*czp*czz+cmp*cmz g1=cpp*czz-czp*cmz h1=cmp*czz-czp*cpz ai1=cpp*cmz al1=cmp*cpz trhoa=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 rhoa=2*trhoa* & tauv/(1+omega1**2*tauv**2) a1=cpp*cpm-2*czp*czm+cmp*cmm b1=cpp*czm-czp*cmm c1=cmp*czm-czp*cpm d1=cpp*cmm e1=cmp*cpm f1=cpm*cpp-2*czm*czp+cmm*cmp g1=cpm*czp-czm*cmp h1=cmm*czp-czm*cpp ai1=cpm*cmp al1=cmm*cpp trhob=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 rhob=2*trhob* & tauv/(1+omega3**2*tauv**2) a1=cpz*cpm-2*czz*czm+cmz*cmm b1=cpz*czm-czz*cmm c1=cmz*czm-czz*cpm d1=cpz*cmm e1=cmz*cpm f1=cpm*cpz-2*czm*czz+cmm*cmz g1=cpm*czz-czm*cmz h1=cmm*czz-czm*cpz ai1=cpm*cmz al1=cmm*cpz trhoc=a1*f1/6.-(c1*g1+b1*h1)/2.+e1*ai1+d1*al1 rhoc=2*trhoc* & tauv/(1+omega2**2*tauv**2) C****************************************************************************** C********** WRITING RELAXATION RATES IN AXIAL TOUTINE ************************* C****************************************************************************** part=(rhoa+rhob+rhoc) if(abs(rhoa/2.+rhoc/2.).gt.abs(rhob))then rt1=(part-sqrt(part**2-3.*(rhoa*rhob+rhoa*rhoc+rhob*rhoc))) else rt1=(part+sqrt(part**2-3.*(rhoa*rhob+rhoa*rhoc+rhob*rhoc))) endif rt11=(part-sqrt(part**2-3.*(rhoa*rhob+rhoa*rhoc+rhob*rhoc))) rt12=(part+sqrt(part**2-3.*(rhoa*rhob+rhoa*rhoc+rhob*rhoc))) rt1=rt1*sqrt(abs(dpara-ws)/(dpara+ws))+(rt11+rt12)/2* ^ (1-sqrt(abs(dpara-ws)/(dpara+ws))) bfield=bz*6.283/GAMMAI if (beta.gt.1.55) then endif !!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!!! C***************************************************************************** C*************** DEFINITION OF SUPERMATRIX *********************************** C*************** IN AXIAL ROUTINE *********************************** C***************************************************************************** a=delta**2/5.*rhoa b=delta**2/5.*rhoc cp=delta**2/5.*rhob d=1./taur e=wi ! write(6,*)a,b,cp,d,e a11=(d*(3*b*cp+3*a*(b+cp)+2*(a+b+cp)*d+d*d)*(d*(cp+d)+a* & (b+cp+d)+b*(cp+2*d))+(4*b*b*(cp+d)+2*d*(cp+d)**2+ & a*a*(b+cp+2*d)+b*(cp*cp+6*cp*d+4*d*d)+a*(4*b*b+6*b* & (cp+d)+(cp+2*d)**2))*e*e+(a+cp+d)*e**4)/ & ((d**2+e**2)*((3*b*cp+3*a*(b+cp)+2*(a+b+cp)*d+d*d)**2+ & 2*(2*a*a+a*b+2*b*b+a*cp+b*cp+2*cp*cp+2*(a+b+cp)*d+d*d)* & e*e+e**4)) a12=(d*(3*b*cp+3*a*(b+cp)+2*(a+b+cp)*d+d*d)*(b*cp+a* & (b+cp+d))+(a*a*(b+cp+2*d)-b*cp*(2*(b+cp)+3*d)- & a*(2*b*b+cp*(2*cp+d)+b*(3*cp+d)))*e*e-a*e**4)/ & ((d**2+e**2)*((3*b*cp+3*a*(b+cp)+2*(a+b+cp)*d+d*d)**2+ & 2*(2*a*a+a*b+2*b*b+a*cp+b*cp+2*cp*cp+2*(a+b+cp)*d+d*d)* & e*e+e**4)) a13=(d*(3*b*cp+3*a*(b+cp)+2*(a+b+cp)*d+d*d)*(a*(b+cp)+cp*(b+d))- & (2*a*a*(b+cp)+cp*(2*b*b-2*cp*d+b*(-cp+d))+a*(2*b*b+cp* & (-cp+d)+3*b* |