--- /dev/null
+3 *** Parameters derived by integrating MP2/6-31G** local energy surfaces ***
+1 1 1 1 1 1 1 1 1 0 1 1 1 1 1 1 1 1 1 2
+ 0 0 ** Gly-D-Pro-reg
+ 0 0 ** Gly-D-Ala-reg
+ 6 0 ************ G-G
+ 1 4.03053E-03 0.0
+ 2 -4.90330E-03 0.0
+ 3 2.70952E-01 0.0
+ 4 -7.20927E-02 0.0
+ 5 -3.66258E-03 0.0
+ 6 -6.34294E-03 0.0
+ 6 0 ************ G-A
+ 1 1.27465E-02 -1.01763E-01
+ 2 -8.41985E-03 1.18716E-02
+ 3 2.50582E-01 3.30235E-02
+ 4 -1.02631E-01 1.46337E-01
+ 5 6.63161E-03 8.86275E-03
+ 6 -6.81049E-03 8.71641E-03
+10 0 ************ G-P
+ 1 -1.14953E+00 1.29720E+00
+ 2 -1.08859E-03 -1.20321E-02
+ 3 4.04229E-01 2.92750E-01
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+ 6 4.29080E-02 1.38685E-01
+ 7 -6.31286E-02 -2.65338E-02
+ 8 1.46743E-02 -3.26658E-03
+ 9 -1.33460E-02 3.01470E-02
+ 0 -1.11258E-02 -3.15723E-02
+ 0 0 ****** Ala-D-Pro
+ 0 0 ****** Ala-D-Ala
+ 6 0 ************ A-G
+ 1 5.14830E-03 9.48478E-02
+ 2 -8.85552E-02 1.20661E-01
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+ 4 -6.16552E-02 -6.07952E-02
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+ 6 -1.58136E-02 -1.74252E-02
+ 6 0 ************ A-A
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+ 6 -5.69348E-03 -5.76679E-03
+10 0 ************ A-P
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+ 0 -8.56980E-03 3.92482E-02
+ 0 0 ** Pro-D-Por
+ 0 0 ** Pro-D-Ala
+10 0 ************ P-G
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+ 0 -1.48685E-02 -1.09627E-02
+10 0 ************ P-A
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+ 8 -4.18620E-03 -1.04889E-02
+ 9 1.06804E-02 -7.89066E-03
+ 0 -5.01879E-03 -1.20569E-02
+10 0 ************ P-P
+ 1 4.23219E+00 1.42318E+00
+ 2 1.24967E+00 -2.32575E-01
+ 3 5.38690E-01 -4.25507E-01
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+ 9 -2.73541E-02 -1.36915E-01
+ 0 -6.08829E-02 -6.71426E-02
+ 0 0 ** Gly-D-Pro-reg
+ 0 0 ** Gly-D-Ala-reg
+ 6 0 ************ G-G
+ 1 4.03053E-03 0.0
+ 2 -4.90330E-03 0.0
+ 3 2.70952E-01 0.0
+ 4 -7.20927E-02 0.0
+ 5 -3.66258E-03 0.0
+ 6 -6.34294E-03 0.0
+ 6 0 ************ G-A
+ 1 1.27465E-02 -1.01763E-01
+ 2 -8.41985E-03 1.18716E-02
+ 3 2.50582E-01 3.30235E-02
+ 4 -1.02631E-01 1.46337E-01
+ 5 6.63161E-03 8.86275E-03
+ 6 -6.81049E-03 8.71641E-03
+10 0 ************ G-P
+ 1 -1.14953E+00 1.29720E+00
+ 2 -1.08859E-03 -1.20321E-02
+ 3 4.04229E-01 2.92750E-01
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+ 7 -6.31286E-02 -2.65338E-02
+ 8 1.46743E-02 -3.26658E-03
+ 9 -1.33460E-02 3.01470E-02
+ 0 -1.11258E-02 -3.15723E-02
+ 0 0 ****** Ala-D-Pro
+ 0 0 ****** Ala-D-Ala
+ 6 0 ************ A-G
+ 1 5.14830E-03 9.48478E-02
+ 2 -8.85552E-02 1.20661E-01
+ 3 2.65903E-01 -8.99192E-02
+ 4 -6.16552E-02 -6.07952E-02
+ 5 2.19209E-02 -3.09487E-02
+ 6 -1.58136E-02 -1.74252E-02
+ 6 0 ************ A-A
+ 1 1.05084E+00 -1.83406E-03
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+ 3 2.97224E-01 -6.65886E-03
+ 4 -9.30144E-02 2.78499E-02
+ 5 2.69127E-02 -2.79813E-03
+ 6 -5.69348E-03 -5.76679E-03
+10 0 ************ A-P
+ 1 1.97348E+00 3.61809E+00
+ 2 3.25172E-01 6.93324E-01
+ 3 7.44811E-01 2.28853E-01
+ 4 -1.11515E-02 4.21766E-01
+ 5 -1.09160E-01 4.09945E-02
+ 6 1.08618E-01 6.71048E-03
+ 7 1.21785E-02 9.37813E-02
+ 8 -2.77282E-02 2.84981E-02
+ 9 2.15879E-02 1.85528E-02
+ 0 -8.56980E-03 3.92482E-02
+ 0 0 ** Pro-D-Por
+ 0 0 ** Pro-D-Ala
+10 0 ************ P-G
+ 1 2.12359E-02 4.05506E-02
+ 2 -1.19424E-01 2.91087E-01
+ 3 3.81770E-01 -1.11839E-01
+ 4 -9.75339E-02 -7.60089E-02
+ 5 -5.00214E-02 3.42037E-02
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+ 7 -1.21613E-02 -4.57682E-02
+ 8 6.95870E-03 2.28245E-02
+ 9 2.02598E-02 -2.00100E-02
+ 0 -1.48685E-02 -1.09627E-02
+10 0 ************ P-A
+ 1 1.40539E+00 -7.42879E-01
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+ 3 4.49479E-01 3.82888E-02
+ 4 8.11975E-02 -3.35594E-02
+ 5 -9.88964E-03 -4.63759E-02
+ 6 8.58396E-02 4.22362E-02
+ 7 2.73049E-02 -5.43392E-02
+ 8 -4.18620E-03 -1.04889E-02
+ 9 1.06804E-02 -7.89066E-03
+ 0 -5.01879E-03 -1.20569E-02
+10 0 ************ P-P
+ 1 4.23219E+00 1.42318E+00
+ 2 1.24967E+00 -2.32575E-01
+ 3 5.38690E-01 -4.25507E-01
+ 4 4.01096E-01 -6.42186E-01
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+ 8 -9.68421E-02 -1.80718E-01
+ 9 -2.73541E-02 -1.36915E-01
+ 0 -6.08829E-02 -6.71426E-02
--- /dev/null
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parmread.F
pinorm.f
printmat.f
- prng_32.F
+ prng.F
randgens.f
ran.f
readpdb.F
-Makefile-DFA-NEWPARM.piasek
\ No newline at end of file
+Makefile_4P
\ No newline at end of file
CPPFLAGS = -DPROCOR -DLINUX -DPGI -DISNAN -DMP -DMPI -DUNRES \
-DSPLITELE -DAMD64 -DLANG0 -DPROCOR \
- -DCRYST_BOND -DCRYST_THETA -DCRYST_SC
-# -DPROCOR
+ -DCRYST_BOND -DCRYST_THETA -DCRYST_SC -DPROCOR
# -DTSCSC
#-DTIMING \
# -DCRYST_BOND -DCRYST_THETA -DCRYST_SC
distfit.o banach.o TMscore_subroutine.o minim_mult.o
unres: ${object}
-# cc -o compinfo compinfo.c
-# ./compinfo | true
+ cc -o compinfo compinfo.c
+ ./compinfo | true
${FC} ${FFLAGS} cinfo.f
${FC} ${OPT} ${object} cinfo.o ${LIBS} -o ${BIN}
--- /dev/null
+C 0 4196011 1
+ subroutine cinfo
+ include 'COMMON.IOUNITS'
+ write(iout,*)'++++ Compile info ++++'
+ write(iout,*)'Version 0.4196011 build 1'
+ write(iout,*)'compiled Mon Nov 5 08:27:57 2012'
+ write(iout,*)'compiled by bz94@matrix.chem.cornell.edu'
+ write(iout,*)'OS name: Linux '
+ write(iout,*)'OS release: 2.6.34.9-69.fc13.x86_64 '
+ write(iout,*)'OS version:',
+ & ' #1 SMP Tue May 3 09:23:03 UTC 2011 '
+ write(iout,*)'flags:'
+ write(iout,*)'CPPFLAGS = -DPROCOR -DLINUX -DPGI -DISNAN -DMP ...'
+ write(iout,*)'INSTALL_DIR = /users/software/mpich-1.2.7p1_int...'
+ write(iout,*)'FC= ifort '
+ write(iout,*)'OPT = -O3 -ip -w '
+ write(iout,*)'FFLAGS = -c ${OPT} -I$(INSTALL_DIR)/include'
+ write(iout,*)'FFLAGS1 = -c -w -g -O0 -d2 -CA -CB -I$(INSTALL_...'
+ write(iout,*)'FFLAGS2 = -c -w -g -O0 -I$(INSTALL_DIR)/include'
+ write(iout,*)'FFLAGS3 = -c -w -O3 -mp'
+ write(iout,*)'FFLAGSE = -c -w -O3 -ipo -ipo_obj -opt_report ...'
+ write(iout,*)'BIN = ../../../bin/unres/CSA/unres_csa_ifort_mp...'
+ write(iout,*)'LIBS = -lpthread -L$(INSTALL_DIR)/lib -lmpich'
+ write(iout,*)'ARCH = LINUX'
+ write(iout,*)'PP = /lib/cpp -P'
+ write(iout,*)'object = unres_csa.o arcos.o cartprint.o chainb...'
+ write(iout,*)'++++ End of compile info ++++'
+ return
+ end
--- /dev/null
+ real*8 function prng_next(me)
+ implicit none
+ integer me
+c
+c Calling sequence:
+c <new random number> = prng_next ( <ordinal of generator desired> )
+c <vector of random #s> = vprng ( <ordinal>, <vector>, <length> )
+c
+c This code is based on a sequential algorithm provided by Mal Kalos.
+c This version uses a single 64-bit word to store the initial seeds
+c and additive constants.
+c A 64-bit floating point number is returned.
+c
+c The array "iparam" is full-word aligned, being padded by zeros to
+c let each generator be on a subpage boundary.
+c That is, rows 1 and 2 in a given column of the array are for real,
+c rows 3-16 are bogus.
+c
+c July 12, 1993: double the number of sequences. We should have been
+c using two packets per seed, rather than four
+c October 31, 1993: merge the two arrays of seeds and constants,
+c and switch to 64-bit arithmetic.
+c June 1994: port to RS6K. Internal state is kept as 2 64-bit integers
+c The ishft function is defined only on 32-bit integers, so we will
+c shift numbers by dividing by 2**11 and then adding on 2**53-1.
+c
+c November 1994: ishift now works on 64-bit numbers (though it gives a
+c warning). Thus we go back to using it. John Zollweg also added the
+c vprng() routine to return vectors of real*8 random numbers.
+c
+ real*8 recip53
+ parameter ( recip53 = 2.0D0**(-53) )
+ integer*8 two
+ parameter ( two = 2**11)
+ integer*8 m,ishift
+c parameter ( m = 34522712143931 ) ! 11**13
+c parameter ( ishift = 9007199254740991 ) ! 2**53-1
+
+ integer nmax
+ integer*8 iparam
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ integer*8 next
+
+crc g77 doesn't support integer*8 constants
+ m = dint(34522712143931.0d0)
+ ishift = dint(9007199254740991.0d0)
+
+c RS6K porting note: ishift now takes 64-bit integers , with a warning
+ if ( 0.le.me .and. me.le.nmax ) then
+ next = iparam(1,me)*m + iparam(2,me)
+ iparam(1,me) = next
+ prng_next = recip53 * ishft( next, -11 )
+ else
+ prng_next=-1.0D0
+ endif
+
+ end
+c
+c vprng(me, rn, num) Get a vector of random numbers
+c
+ subroutine vprng(me,rn,num)
+ real*8 recip53, rn(1)
+ parameter ( recip53 = 2.0D0**(-53) )
+ integer*8 m,iparam
+c parameter ( m = 34522712143931 ) ! 11**13
+ integer nmax, num, me
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ integer*8 next
+
+crc g77 doesn't support integer*8 constants
+ m = dint(34522712143931.0d0)
+
+ if ( 0.le.me .and. me.le.nmax ) then
+ do 1 i=1,num
+ next = iparam(1,me)*m + iparam(2,me)
+ iparam(1,me) = next
+ rn(i) = recip53 * ishft( next, -11 )
+ 1 continue
+ else
+ rn(1)=-1.0D0
+ endif
+ return
+ end
+
+c
+c prng_chkpnt Get the current state of a generator
+c
+c Calling sequence:
+c logical prng_chkpnt, status
+c status = prng_chkpnt (me, iseed) where
+c
+c me is the particular generator whose state is being gotten
+c seed is an 4-element integer array where the "l"-values will be saved
+c
+ logical function prng_chkpnt (me, iseed)
+ implicit none
+ integer me
+ integer*8 iseed
+
+ integer nmax
+ integer*8 iparam
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ if (me .lt. 0 .or. me .gt. nmax) then
+ prng_chkpnt=.false.
+ else
+ prng_chkpnt=.true.
+ iseed=iparam(1,me)
+ endif
+ end
+c
+c prng_restart Restart generator from a saved state
+c
+c Calling sequence:
+c logical prng_restart, status
+c status = prng_restart (me, iseed) where
+c
+c me is the particular generator being restarted
+c iseed is a 8-byte integer containing the "l"-values
+c
+ logical function prng_restart (me, iseed)
+ implicit none
+ integer me
+ integer*8 iseed
+
+ integer nmax
+ integer*8 iparam
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ if (me .lt. 0 .or. me .gt. nmax) then
+ prng_restart=.false.
+ return
+ else
+ prng_restart=.true.
+ iparam(1,me)=iseed
+ endif
+ end
+
+ block data prngblk
+ parameter(nmax=1021)
+ integer*8 iparam
+ common/ksrprng/iparam(2,0:nmax)
+ data (iparam(1,i),iparam(2,i),i= 0, 29) /
+ + 11848219, 11848219, 11848237, 11848237, 11848241, 11848241,
+ + 11848247, 11848247, 11848253, 11848253, 11848271, 11848271,
+ + 11848297, 11848297, 11848313, 11848313, 11848339, 11848339,
+ + 11848351, 11848351, 11848357, 11848357, 11848363, 11848363,
+ + 11848367, 11848367, 11848373, 11848373, 11848379, 11848379,
+ + 11848393, 11848393, 11848433, 11848433, 11848451, 11848451,
+ + 11848469, 11848469, 11848477, 11848477, 11848489, 11848489,
+ + 11848493, 11848493, 11848513, 11848513, 11848523, 11848523,
+ + 11848531, 11848531, 11848537, 11848537, 11848553, 11848553,
+ + 11848589, 11848589, 11848591, 11848591, 11848601, 11848601 /
+ data (iparam(1,i),iparam(2,i),i= 30, 59) /
+ + 11848619, 11848619, 11848637, 11848637, 11848663, 11848663,
+ + 11848673, 11848673, 11848679, 11848679, 11848691, 11848691,
+ + 11848699, 11848699, 11848709, 11848709, 11848717, 11848717,
+ + 11848721, 11848721, 11848729, 11848729, 11848741, 11848741,
+ + 11848751, 11848751, 11848757, 11848757, 11848787, 11848787,
+ + 11848801, 11848801, 11848829, 11848829, 11848853, 11848853,
+ + 11848861, 11848861, 11848867, 11848867, 11848873, 11848873,
+ + 11848891, 11848891, 11848909, 11848909, 11848919, 11848919,
+ + 11848931, 11848931, 11848937, 11848937, 11848961, 11848961,
+ + 11848981, 11848981, 11849021, 11849021, 11849039, 11849039 /
+ data (iparam(1,i),iparam(2,i),i= 60, 89) /
+ + 11849053, 11849053, 11849059, 11849059, 11849069, 11849069,
+ + 11849077, 11849077, 11849087, 11849087, 11849093, 11849093,
+ + 11849107, 11849107, 11849111, 11849111, 11849129, 11849129,
+ + 11849137, 11849137, 11849177, 11849177, 11849183, 11849183,
+ + 11849203, 11849203, 11849231, 11849231, 11849237, 11849237,
+ + 11849239, 11849239, 11849249, 11849249, 11849251, 11849251,
+ + 11849269, 11849269, 11849273, 11849273, 11849291, 11849291,
+ + 11849297, 11849297, 11849309, 11849309, 11849339, 11849339,
+ + 11849359, 11849359, 11849363, 11849363, 11849399, 11849399,
+ + 11849401, 11849401, 11849413, 11849413, 11849417, 11849417 /
+ data (iparam(1,i),iparam(2,i),i= 90, 119) /
+ + 11849437, 11849437, 11849443, 11849443, 11849473, 11849473,
+ + 11849491, 11849491, 11849503, 11849503, 11849507, 11849507,
+ + 11849557, 11849557, 11849567, 11849567, 11849569, 11849569,
+ + 11849573, 11849573, 11849587, 11849587, 11849599, 11849599,
+ + 11849633, 11849633, 11849641, 11849641, 11849653, 11849653,
+ + 11849659, 11849659, 11849671, 11849671, 11849683, 11849683,
+ + 11849689, 11849689, 11849693, 11849693, 11849699, 11849699,
+ + 11849701, 11849701, 11849707, 11849707, 11849713, 11849713,
+ + 11849723, 11849723, 11849741, 11849741, 11849743, 11849743,
+ + 11849759, 11849759, 11849767, 11849767, 11849771, 11849771 /
+ data (iparam(1,i),iparam(2,i),i= 120, 149) /
+ + 11849791, 11849791, 11849801, 11849801, 11849809, 11849809,
+ + 11849813, 11849813, 11849869, 11849869, 11849881, 11849881,
+ + 11849891, 11849891, 11849909, 11849909, 11849923, 11849923,
+ + 11849933, 11849933, 11849947, 11849947, 11849987, 11849987,
+ + 11850001, 11850001, 11850011, 11850011, 11850019, 11850019,
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+ + 11861749, 11861749, 11861791, 11861791, 11861803, 11861803,
+ + 11861819, 11861819, 11861827, 11861827, 11861849, 11861849 /
+ data (iparam(1,i),iparam(2,i),i= 930, 959) /
+ + 11861873, 11861873, 11861879, 11861879, 11861887, 11861887,
+ + 11861911, 11861911, 11861917, 11861917, 11861921, 11861921,
+ + 11861923, 11861923, 11861953, 11861953, 11861959, 11861959,
+ + 11861987, 11861987, 11862007, 11862007, 11862013, 11862013,
+ + 11862029, 11862029, 11862031, 11862031, 11862049, 11862049,
+ + 11862077, 11862077, 11862083, 11862083, 11862157, 11862157,
+ + 11862167, 11862167, 11862199, 11862199, 11862203, 11862203,
+ + 11862217, 11862217, 11862223, 11862223, 11862229, 11862229,
+ + 11862233, 11862233, 11862239, 11862239, 11862241, 11862241,
+ + 11862259, 11862259, 11862269, 11862269, 11862271, 11862271 /
+ data (iparam(1,i),iparam(2,i),i= 960, 989) /
+ + 11862293, 11862293, 11862307, 11862307, 11862313, 11862313,
+ + 11862317, 11862317, 11862343, 11862343, 11862353, 11862353,
+ + 11862373, 11862373, 11862391, 11862391, 11862439, 11862439,
+ + 11862469, 11862469, 11862493, 11862493, 11862527, 11862527,
+ + 11862547, 11862547, 11862563, 11862563, 11862569, 11862569,
+ + 11862577, 11862577, 11862581, 11862581, 11862611, 11862611,
+ + 11862623, 11862623, 11862661, 11862661, 11862673, 11862673,
+ + 11862679, 11862679, 11862701, 11862701, 11862703, 11862703,
+ + 11862713, 11862713, 11862761, 11862761, 11862791, 11862791,
+ + 11862803, 11862803, 11862839, 11862839, 11862841, 11862841 /
+ data (iparam(1,i),iparam(2,i),i= 990,1019) /
+ + 11862857, 11862857, 11862869, 11862869, 11862881, 11862881,
+ + 11862911, 11862911, 11862919, 11862919, 11862959, 11862959,
+ + 11862979, 11862979, 11862989, 11862989, 11862997, 11862997,
+ + 11863021, 11863021, 11863031, 11863031, 11863037, 11863037,
+ + 11863039, 11863039, 11863057, 11863057, 11863067, 11863067,
+ + 11863073, 11863073, 11863099, 11863099, 11863109, 11863109,
+ + 11863121, 11863121, 11863123, 11863123, 11863133, 11863133,
+ + 11863151, 11863151, 11863153, 11863153, 11863171, 11863171,
+ + 11863183, 11863183, 11863207, 11863207, 11863213, 11863213,
+ + 11863237, 11863237, 11863249, 11863249, 11863253, 11863253 /
+ data (iparam(1,i),iparam(2,i),i=1020,1021) /
+ + 11863259, 11863259, 11863279, 11863279 /
+ end
parmread.F
pinorm.f
printmat.f
- prng_32.F
+ prng.F
randgens.f
ran.f
readpdb.F
MP.F
newconf.F
parmread.F
- prng_32.F
+ prng.F
readpdb.F
readrtns_csa.F
rmsd.F
include 'COMMON.CONTROL'
logical overlap,back,fail
cd print *,' CG Processor',me,' maxgen=',maxgen
+c write(iout,*) "czy kurwa wogole wchodze"
maxsi=100
cd write (iout,*) 'Gen_Rand_conf: nstart=',nstart
if (nstart.lt.5) then
it1=iabs(itype(2))
phi(4)=gen_phi(4,iabs(itype(2)),abs(itype(3)))
-c write(iout,*)'phi(4)=',rad2deg*phi(4)
- if (nstart.lt.3) theta(3)=gen_theta(itype(2),pi,phi(4))
-c write(iout,*)'theta(3)=',rad2deg*theta(3)
+c write(iout,*)'phi(4)=',rad2deg*phi(4)
+ ichir1=isign(1,itype(1))
+ ichir2=isign(1,itype(3))
+ if (nstart.lt.3) theta(3)=gen_theta(itype(2),ichir1,ichir2,
+ & pi,phi(4))
+ write(iout,*)'theta(3)=',rad2deg*theta(3)
if (it1.ne.10) then
nsi=0
fail=.true.
endif
maxnit=0
-
+ iprint=10
nit=0
niter=0
- back=.false.
+ back=.true.
do while (i.le.nres .and. niter.lt.maxgen)
if (i.lt.nstart) then
if(iprint.gt.1) then
endif
return1
endif
- it1=abs(itype(i-1))
- it2=abs(itype(i-2))
- it=abs(itype(i))
+ it1=itype(i-1)
+ it2=itype(i-2)
+ it=itype(i)
+ ichir3=isign(1,itype(i))
+ ichir2=isign(1,itype(i-1))
+ ichir0=isign(1,itype(i-3))
+ ichir1=isign(1,itype(i-2))
c print *,'Gen_Rand_Conf: i=',i,' it=',it,' it1=',it1,' it2=',it2,
c & ' nit=',nit,' niter=',niter,' maxgen=',maxgen
phi(i+1)=gen_phi(i+1,it1,it)
if (back) then
phi(i)=gen_phi(i+1,it2,it1)
print *,'phi(',i,')=',phi(i)
- theta(i-1)=gen_theta(it2,phi(i-1),phi(i))
+ theta(i-1)=gen_theta(it2,ichir0,ichir2,phi(i-1),phi(i))
if (it2.ne.10) then
nsi=0
fail=.true.
endif
call locate_next_res(i-1)
endif
- theta(i)=gen_theta(it1,phi(i),phi(i+1))
+ theta(i)=gen_theta(it1,ichir1,ichir3,phi(i),phi(i+1))
if (it1.ne.10) then
nsi=0
fail=.true.
return
end
c---------------------------------------------------------------------------
- double precision function gen_theta(it,gama,gama1)
+ double precision function gen_theta(it,ichir1,ichir2,gama,gama1)
implicit real*8 (a-h,o-z)
include 'DIMENSIONS'
include 'COMMON.LOCAL'
include 'COMMON.GEO'
double precision y(2),z(2)
double precision theta_max,theta_min
-c print *,'gen_theta: it=',it
+ print *,'gen_theta: it=',it
theta_min=0.05D0*pi
theta_max=0.95D0*pi
if (dabs(gama).gt.dwapi) then
endif
thet_pred_mean=a0thet(it)
do k=1,2
- thet_pred_mean=thet_pred_mean+athet(k,it,1,1)*y(k)
- & +bthet(k,it,1,1)*z(k)
+ thet_pred_mean=thet_pred_mean+athet(k,it,ichir1,ichir2)
+ & *y(k)+bthet(k,it,ichir1,ichir2)*z(k)
enddo
sig=polthet(3,it)
do j=2,0,-1
enddo
sig=0.5D0/(sig*sig+sigc0(it))
ak=dexp(gthet(1,it)-
- &0.5D0*((gthet(2,it)-thet_pred_mean)/gthet(3,it))**2)
-c print '(i5,5(1pe14.4))',it,(gthet(j,it),j=1,3)
-c print '(5(1pe14.4))',thet_pred_mean,theta0(it),sig,sig0(it),ak
- theta_temp=binorm(thet_pred_mean,theta0(it),sig,sig0(it),ak)
+ &0.5D0*((gthet(2,it)-thet_pred_mean)
+ &/gthet(3,it))**2)
+ print '(i5,5(1pe14.4))',it,(gthet(j,it),j=1,3)
+ print '(5(1pe14.4))',thet_pred_mean,theta0(it),sig,sig0(it),ak
+ theta_temp=binorm(thet_pred_mean,theta0(it),sig
+ &,sig0(it),ak)
if (theta_temp.lt.theta_min) theta_temp=theta_min
if (theta_temp.gt.theta_max) theta_temp=theta_max
gen_theta=theta_temp
-c print '(a)','Exiting GENTHETA.'
+ print '(a)','Exiting GENTHETA.'
return
end
c-------------------------------------------------------------------------
return
endif
tant=dtan(the-pipol)
- nlobit=nlob(it)
+ nlobit=nlob(iabs(it))
if (lprint) then
#ifdef MPI
print '(a,i4,a)','CG Processor:',me,' Enter Gen_Side.'
enddo
enddo
W1i=a(1,1)-W1i
- W1(i)=dexp(bsc(i,it)-0.5D0*W1i*zz1*zz1)
+ W1(i)=dexp(bsc(i,iabs(it))-0.5D0*W1i*zz1*zz1)
c if (lprint) write(*,'(a,3(1pe15.5)/)')
c & 'detAp, W1, anormi',detApi,W1i,anormi
do k=2,3
c--------------------------------------------------------------------------
double precision function binorm(x1,x2,sigma1,sigma2,ak)
implicit real*8 (a-h,o-z)
-c print '(a)','Enter BINORM.'
+ print *,'Enter BINORM.',x1,x2,sigma1,sigma2,ak
alowb=dmin1(x1-3.0D0*sigma1,x2-3.0D0*sigma2)
aupb=dmax1(x1+3.0D0*sigma1,x2+3.0D0*sigma2)
seg=sigma1/(sigma1+ak*sigma2)
alen=ran_number(0.0D0,1.0D0)
if (alen.lt.seg) then
+c print *,'przed anorm',x1,sigma1,alowb,aupb
+c print *, 'anorm',anorm_distr(x1,sigma1,alowb,aupb)
binorm=anorm_distr(x1,sigma1,alowb,aupb)
+
else
+c print *,'przed anorm',x2,sigma2,alowb,aupb
+c print *, 'anorm',anorm_distr(x2,sigma2,alowb,aupb)
binorm=anorm_distr(x2,sigma2,alowb,aupb)
endif
-c print '(a)','Exiting BINORM.'
+ print '(a)','Exiting BINORM.'
return
end
c-----------------------------------------------------------------------
if(iset.eq.0) then
1 v1=2.0d0*ran_number(0.0d0,1.0d0)-1.0d0
v2=2.0d0*ran_number(0.0d0,1.0d0)-1.0d0
+c print *,"anorm: iset",iset," v1",v1," v2",v2," rsq",rsq
rsq=v1**2+v2**2
if(rsq.ge.1.d0.or.rsq.eq.0.0d0) goto 1
fac=sqrt(-2.0d0*log(rsq)/rsq)
--- /dev/null
+ real*8 function prng_next(me)
+ implicit none
+ integer me
+c
+c Calling sequence:
+c <new random number> = prng_next ( <ordinal of generator desired> )
+c <vector of random #s> = vprng ( <ordinal>, <vector>, <length> )
+c
+c This code is based on a sequential algorithm provided by Mal Kalos.
+c This version uses a single 64-bit word to store the initial seeds
+c and additive constants.
+c A 64-bit floating point number is returned.
+c
+c The array "iparam" is full-word aligned, being padded by zeros to
+c let each generator be on a subpage boundary.
+c That is, rows 1 and 2 in a given column of the array are for real,
+c rows 3-16 are bogus.
+c
+c July 12, 1993: double the number of sequences. We should have been
+c using two packets per seed, rather than four
+c October 31, 1993: merge the two arrays of seeds and constants,
+c and switch to 64-bit arithmetic.
+c June 1994: port to RS6K. Internal state is kept as 2 64-bit integers
+c The ishft function is defined only on 32-bit integers, so we will
+c shift numbers by dividing by 2**11 and then adding on 2**53-1.
+c
+c November 1994: ishift now works on 64-bit numbers (though it gives a
+c warning). Thus we go back to using it. John Zollweg also added the
+c vprng() routine to return vectors of real*8 random numbers.
+c
+ real*8 recip53
+ parameter ( recip53 = 2.0D0**(-53) )
+ integer*8 two
+ parameter ( two = 2**11)
+ integer*8 m,ishift
+c parameter ( m = 34522712143931 ) ! 11**13
+c parameter ( ishift = 9007199254740991 ) ! 2**53-1
+
+ integer nmax
+ integer*8 iparam
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ integer*8 next
+
+crc g77 doesn't support integer*8 constants
+ m = dint(34522712143931.0d0)
+ ishift = dint(9007199254740991.0d0)
+
+c RS6K porting note: ishift now takes 64-bit integers , with a warning
+ if ( 0.le.me .and. me.le.nmax ) then
+ next = iparam(1,me)*m + iparam(2,me)
+ iparam(1,me) = next
+ prng_next = recip53 * ishft( next, -11 )
+ else
+ prng_next=-1.0D0
+ endif
+
+ end
+c
+c vprng(me, rn, num) Get a vector of random numbers
+c
+ subroutine vprng(me,rn,num)
+ real*8 recip53, rn(1)
+ parameter ( recip53 = 2.0D0**(-53) )
+ integer*8 m,iparam
+c parameter ( m = 34522712143931 ) ! 11**13
+ integer nmax, num, me
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ integer*8 next
+
+crc g77 doesn't support integer*8 constants
+ m = dint(34522712143931.0d0)
+
+ if ( 0.le.me .and. me.le.nmax ) then
+ do 1 i=1,num
+ next = iparam(1,me)*m + iparam(2,me)
+ iparam(1,me) = next
+ rn(i) = recip53 * ishft( next, -11 )
+ 1 continue
+ else
+ rn(1)=-1.0D0
+ endif
+ return
+ end
+
+c
+c prng_chkpnt Get the current state of a generator
+c
+c Calling sequence:
+c logical prng_chkpnt, status
+c status = prng_chkpnt (me, iseed) where
+c
+c me is the particular generator whose state is being gotten
+c seed is an 4-element integer array where the "l"-values will be saved
+c
+ logical function prng_chkpnt (me, iseed)
+ implicit none
+ integer me
+ integer*8 iseed
+
+ integer nmax
+ integer*8 iparam
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ if (me .lt. 0 .or. me .gt. nmax) then
+ prng_chkpnt=.false.
+ else
+ prng_chkpnt=.true.
+ iseed=iparam(1,me)
+ endif
+ end
+c
+c prng_restart Restart generator from a saved state
+c
+c Calling sequence:
+c logical prng_restart, status
+c status = prng_restart (me, iseed) where
+c
+c me is the particular generator being restarted
+c iseed is a 8-byte integer containing the "l"-values
+c
+ logical function prng_restart (me, iseed)
+ implicit none
+ integer me
+ integer*8 iseed
+
+ integer nmax
+ integer*8 iparam
+ parameter(nmax=1021)
+ common/ksrprng/iparam(2,0:nmax)
+
+ if (me .lt. 0 .or. me .gt. nmax) then
+ prng_restart=.false.
+ return
+ else
+ prng_restart=.true.
+ iparam(1,me)=iseed
+ endif
+ end
+
+ block data prngblk
+ parameter(nmax=1021)
+ integer*8 iparam
+ common/ksrprng/iparam(2,0:nmax)
+ data (iparam(1,i),iparam(2,i),i= 0, 29) /
+ + 11848219, 11848219, 11848237, 11848237, 11848241, 11848241,
+ + 11848247, 11848247, 11848253, 11848253, 11848271, 11848271,
+ + 11848297, 11848297, 11848313, 11848313, 11848339, 11848339,
+ + 11848351, 11848351, 11848357, 11848357, 11848363, 11848363,
+ + 11848367, 11848367, 11848373, 11848373, 11848379, 11848379,
+ + 11848393, 11848393, 11848433, 11848433, 11848451, 11848451,
+ + 11848469, 11848469, 11848477, 11848477, 11848489, 11848489,
+ + 11848493, 11848493, 11848513, 11848513, 11848523, 11848523,
+ + 11848531, 11848531, 11848537, 11848537, 11848553, 11848553,
+ + 11848589, 11848589, 11848591, 11848591, 11848601, 11848601 /
+ data (iparam(1,i),iparam(2,i),i= 30, 59) /
+ + 11848619, 11848619, 11848637, 11848637, 11848663, 11848663,
+ + 11848673, 11848673, 11848679, 11848679, 11848691, 11848691,
+ + 11848699, 11848699, 11848709, 11848709, 11848717, 11848717,
+ + 11848721, 11848721, 11848729, 11848729, 11848741, 11848741,
+ + 11848751, 11848751, 11848757, 11848757, 11848787, 11848787,
+ + 11848801, 11848801, 11848829, 11848829, 11848853, 11848853,
+ + 11848861, 11848861, 11848867, 11848867, 11848873, 11848873,
+ + 11848891, 11848891, 11848909, 11848909, 11848919, 11848919,
+ + 11848931, 11848931, 11848937, 11848937, 11848961, 11848961,
+ + 11848981, 11848981, 11849021, 11849021, 11849039, 11849039 /
+ data (iparam(1,i),iparam(2,i),i= 60, 89) /
+ + 11849053, 11849053, 11849059, 11849059, 11849069, 11849069,
+ + 11849077, 11849077, 11849087, 11849087, 11849093, 11849093,
+ + 11849107, 11849107, 11849111, 11849111, 11849129, 11849129,
+ + 11849137, 11849137, 11849177, 11849177, 11849183, 11849183,
+ + 11849203, 11849203, 11849231, 11849231, 11849237, 11849237,
+ + 11849239, 11849239, 11849249, 11849249, 11849251, 11849251,
+ + 11849269, 11849269, 11849273, 11849273, 11849291, 11849291,
+ + 11849297, 11849297, 11849309, 11849309, 11849339, 11849339,
+ + 11849359, 11849359, 11849363, 11849363, 11849399, 11849399,
+ + 11849401, 11849401, 11849413, 11849413, 11849417, 11849417 /
+ data (iparam(1,i),iparam(2,i),i= 90, 119) /
+ + 11849437, 11849437, 11849443, 11849443, 11849473, 11849473,
+ + 11849491, 11849491, 11849503, 11849503, 11849507, 11849507,
+ + 11849557, 11849557, 11849567, 11849567, 11849569, 11849569,
+ + 11849573, 11849573, 11849587, 11849587, 11849599, 11849599,
+ + 11849633, 11849633, 11849641, 11849641, 11849653, 11849653,
+ + 11849659, 11849659, 11849671, 11849671, 11849683, 11849683,
+ + 11849689, 11849689, 11849693, 11849693, 11849699, 11849699,
+ + 11849701, 11849701, 11849707, 11849707, 11849713, 11849713,
+ + 11849723, 11849723, 11849741, 11849741, 11849743, 11849743,
+ + 11849759, 11849759, 11849767, 11849767, 11849771, 11849771 /
+ data (iparam(1,i),iparam(2,i),i= 120, 149) /
+ + 11849791, 11849791, 11849801, 11849801, 11849809, 11849809,
+ + 11849813, 11849813, 11849869, 11849869, 11849881, 11849881,
+ + 11849891, 11849891, 11849909, 11849909, 11849923, 11849923,
+ + 11849933, 11849933, 11849947, 11849947, 11849987, 11849987,
+ + 11850001, 11850001, 11850011, 11850011, 11850019, 11850019,
+ + 11850023, 11850023, 11850031, 11850031, 11850049, 11850049,
+ + 11850061, 11850061, 11850073, 11850073, 11850077, 11850077,
+ + 11850103, 11850103, 11850109, 11850109, 11850121, 11850121,
+ + 11850127, 11850127, 11850133, 11850133, 11850149, 11850149,
+ + 11850161, 11850161, 11850169, 11850169, 11850191, 11850191 /
+ data (iparam(1,i),iparam(2,i),i= 150, 179) /
+ + 11850233, 11850233, 11850247, 11850247, 11850259, 11850259,
+ + 11850269, 11850269, 11850283, 11850283, 11850301, 11850301,
+ + 11850341, 11850341, 11850347, 11850347, 11850367, 11850367,
+ + 11850373, 11850373, 11850379, 11850379, 11850389, 11850389,
+ + 11850407, 11850407, 11850427, 11850427, 11850437, 11850437,
+ + 11850469, 11850469, 11850481, 11850481, 11850511, 11850511,
+ + 11850529, 11850529, 11850541, 11850541, 11850557, 11850557,
+ + 11850607, 11850607, 11850611, 11850611, 11850667, 11850667,
+ + 11850677, 11850677, 11850679, 11850679, 11850701, 11850701,
+ + 11850731, 11850731, 11850739, 11850739, 11850749, 11850749 /
+ data (iparam(1,i),iparam(2,i),i= 180, 209) /
+ + 11850791, 11850791, 11850803, 11850803, 11850829, 11850829,
+ + 11850833, 11850833, 11850859, 11850859, 11850877, 11850877,
+ + 11850899, 11850899, 11850907, 11850907, 11850913, 11850913,
+ + 11850919, 11850919, 11850931, 11850931, 11850941, 11850941,
+ + 11850947, 11850947, 11850953, 11850953, 11850961, 11850961,
+ + 11850983, 11850983, 11850991, 11850991, 11850997, 11850997,
+ + 11851031, 11851031, 11851033, 11851033, 11851051, 11851051,
+ + 11851061, 11851061, 11851067, 11851067, 11851093, 11851093,
+ + 11851109, 11851109, 11851123, 11851123, 11851127, 11851127,
+ + 11851139, 11851139, 11851157, 11851157, 11851163, 11851163 /
+ data (iparam(1,i),iparam(2,i),i= 210, 239) /
+ + 11851181, 11851181, 11851201, 11851201, 11851219, 11851219,
+ + 11851291, 11851291, 11851303, 11851303, 11851309, 11851309,
+ + 11851313, 11851313, 11851319, 11851319, 11851349, 11851349,
+ + 11851351, 11851351, 11851361, 11851361, 11851373, 11851373,
+ + 11851403, 11851403, 11851409, 11851409, 11851423, 11851423,
+ + 11851447, 11851447, 11851451, 11851451, 11851481, 11851481,
+ + 11851493, 11851493, 11851519, 11851519, 11851523, 11851523,
+ + 11851529, 11851529, 11851547, 11851547, 11851549, 11851549,
+ + 11851559, 11851559, 11851577, 11851577, 11851589, 11851589,
+ + 11851591, 11851591, 11851597, 11851597, 11851603, 11851603 /
+ data (iparam(1,i),iparam(2,i),i= 240, 269) /
+ + 11851607, 11851607, 11851613, 11851613, 11851621, 11851621,
+ + 11851627, 11851627, 11851639, 11851639, 11851673, 11851673,
+ + 11851681, 11851681, 11851727, 11851727, 11851753, 11851753,
+ + 11851759, 11851759, 11851787, 11851787, 11851793, 11851793,
+ + 11851799, 11851799, 11851813, 11851813, 11851841, 11851841,
+ + 11851859, 11851859, 11851867, 11851867, 11851891, 11851891,
+ + 11851909, 11851909, 11851919, 11851919, 11851927, 11851927,
+ + 11851933, 11851933, 11851949, 11851949, 11851967, 11851967,
+ + 11851997, 11851997, 11852017, 11852017, 11852051, 11852051,
+ + 11852053, 11852053, 11852059, 11852059, 11852083, 11852083 /
+ data (iparam(1,i),iparam(2,i),i= 270, 299) /
+ + 11852089, 11852089, 11852129, 11852129, 11852147, 11852147,
+ + 11852149, 11852149, 11852161, 11852161, 11852171, 11852171,
+ + 11852177, 11852177, 11852209, 11852209, 11852221, 11852221,
+ + 11852237, 11852237, 11852251, 11852251, 11852263, 11852263,
+ + 11852273, 11852273, 11852279, 11852279, 11852287, 11852287,
+ + 11852293, 11852293, 11852297, 11852297, 11852303, 11852303,
+ + 11852311, 11852311, 11852327, 11852327, 11852339, 11852339,
+ + 11852341, 11852341, 11852359, 11852359, 11852369, 11852369,
+ + 11852437, 11852437, 11852453, 11852453, 11852459, 11852459,
+ + 11852473, 11852473, 11852513, 11852513, 11852531, 11852531 /
+ data (iparam(1,i),iparam(2,i),i= 300, 329) /
+ + 11852537, 11852537, 11852539, 11852539, 11852557, 11852557,
+ + 11852573, 11852573, 11852579, 11852579, 11852591, 11852591,
+ + 11852609, 11852609, 11852611, 11852611, 11852623, 11852623,
+ + 11852641, 11852641, 11852647, 11852647, 11852657, 11852657,
+ + 11852663, 11852663, 11852717, 11852717, 11852719, 11852719,
+ + 11852741, 11852741, 11852759, 11852759, 11852767, 11852767,
+ + 11852773, 11852773, 11852803, 11852803, 11852807, 11852807,
+ + 11852809, 11852809, 11852831, 11852831, 11852833, 11852833,
+ + 11852837, 11852837, 11852857, 11852857, 11852873, 11852873,
+ + 11852879, 11852879, 11852891, 11852891, 11852917, 11852917 /
+ data (iparam(1,i),iparam(2,i),i= 330, 359) /
+ + 11852921, 11852921, 11852957, 11852957, 11852959, 11852959,
+ + 11852969, 11852969, 11852983, 11852983, 11852989, 11852989,
+ + 11853001, 11853001, 11853013, 11853013, 11853019, 11853019,
+ + 11853031, 11853031, 11853089, 11853089, 11853133, 11853133,
+ + 11853157, 11853157, 11853161, 11853161, 11853181, 11853181,
+ + 11853203, 11853203, 11853217, 11853217, 11853221, 11853221,
+ + 11853227, 11853227, 11853241, 11853241, 11853307, 11853307,
+ + 11853319, 11853319, 11853323, 11853323, 11853329, 11853329,
+ + 11853367, 11853367, 11853383, 11853383, 11853419, 11853419,
+ + 11853421, 11853421, 11853427, 11853427, 11853449, 11853449 /
+ data (iparam(1,i),iparam(2,i),i= 360, 389) /
+ + 11853451, 11853451, 11853463, 11853463, 11853529, 11853529,
+ + 11853557, 11853557, 11853571, 11853571, 11853601, 11853601,
+ + 11853613, 11853613, 11853617, 11853617, 11853629, 11853629,
+ + 11853649, 11853649, 11853659, 11853659, 11853679, 11853679,
+ + 11853689, 11853689, 11853719, 11853719, 11853731, 11853731,
+ + 11853757, 11853757, 11853761, 11853761, 11853773, 11853773,
+ + 11853791, 11853791, 11853817, 11853817, 11853839, 11853839,
+ + 11853847, 11853847, 11853857, 11853857, 11853869, 11853869,
+ + 11853883, 11853883, 11853887, 11853887, 11853889, 11853889,
+ + 11853893, 11853893, 11853899, 11853899, 11853911, 11853911 /
+ data (iparam(1,i),iparam(2,i),i= 390, 419) /
+ + 11853931, 11853931, 11853943, 11853943, 11853979, 11853979,
+ + 11853991, 11853991, 11854001, 11854001, 11854009, 11854009,
+ + 11854019, 11854019, 11854057, 11854057, 11854061, 11854061,
+ + 11854147, 11854147, 11854159, 11854159, 11854163, 11854163,
+ + 11854169, 11854169, 11854211, 11854211, 11854247, 11854247,
+ + 11854261, 11854261, 11854267, 11854267, 11854279, 11854279,
+ + 11854303, 11854303, 11854327, 11854327, 11854331, 11854331,
+ + 11854333, 11854333, 11854363, 11854363, 11854379, 11854379,
+ + 11854399, 11854399, 11854411, 11854411, 11854429, 11854429,
+ + 11854433, 11854433, 11854439, 11854439, 11854441, 11854441 /
+ data (iparam(1,i),iparam(2,i),i= 420, 449) /
+ + 11854463, 11854463, 11854477, 11854477, 11854489, 11854489,
+ + 11854517, 11854517, 11854519, 11854519, 11854523, 11854523,
+ + 11854529, 11854529, 11854567, 11854567, 11854571, 11854571,
+ + 11854573, 11854573, 11854603, 11854603, 11854607, 11854607,
+ + 11854681, 11854681, 11854691, 11854691, 11854709, 11854709,
+ + 11854723, 11854723, 11854757, 11854757, 11854783, 11854783,
+ + 11854793, 11854793, 11854813, 11854813, 11854847, 11854847,
+ + 11854853, 11854853, 11854873, 11854873, 11854877, 11854877,
+ + 11854883, 11854883, 11854891, 11854891, 11854897, 11854897,
+ + 11854901, 11854901, 11854919, 11854919, 11854937, 11854937 /
+ data (iparam(1,i),iparam(2,i),i= 450, 479) /
+ + 11854961, 11854961, 11854963, 11854963, 11854979, 11854979,
+ + 11855003, 11855003, 11855017, 11855017, 11855023, 11855023,
+ + 11855029, 11855029, 11855033, 11855033, 11855111, 11855111,
+ + 11855141, 11855141, 11855147, 11855147, 11855149, 11855149,
+ + 11855159, 11855159, 11855177, 11855177, 11855203, 11855203,
+ + 11855213, 11855213, 11855219, 11855219, 11855231, 11855231,
+ + 11855267, 11855267, 11855269, 11855269, 11855303, 11855303,
+ + 11855309, 11855309, 11855321, 11855321, 11855329, 11855329,
+ + 11855339, 11855339, 11855351, 11855351, 11855353, 11855353,
+ + 11855357, 11855357, 11855359, 11855359, 11855381, 11855381 /
+ data (iparam(1,i),iparam(2,i),i= 480, 509) /
+ + 11855383, 11855383, 11855387, 11855387, 11855399, 11855399,
+ + 11855407, 11855407, 11855413, 11855413, 11855489, 11855489,
+ + 11855491, 11855491, 11855507, 11855507, 11855521, 11855521,
+ + 11855531, 11855531, 11855549, 11855549, 11855551, 11855551,
+ + 11855567, 11855567, 11855581, 11855581, 11855587, 11855587,
+ + 11855593, 11855593, 11855633, 11855633, 11855653, 11855653,
+ + 11855663, 11855663, 11855687, 11855687, 11855689, 11855689,
+ + 11855699, 11855699, 11855713, 11855713, 11855731, 11855731,
+ + 11855737, 11855737, 11855743, 11855743, 11855747, 11855747,
+ + 11855759, 11855759, 11855773, 11855773, 11855801, 11855801 /
+ data (iparam(1,i),iparam(2,i),i= 510, 539) /
+ + 11855807, 11855807, 11855813, 11855813, 11855827, 11855827,
+ + 11855839, 11855839, 11855869, 11855869, 11855881, 11855881,
+ + 11855903, 11855903, 11855911, 11855911, 11855933, 11855933,
+ + 11855959, 11855959, 11855989, 11855989, 11855993, 11855993,
+ + 11855999, 11855999, 11856001, 11856001, 11856023, 11856023,
+ + 11856049, 11856049, 11856071, 11856071, 11856101, 11856101,
+ + 11856107, 11856107, 11856113, 11856113, 11856139, 11856139,
+ + 11856151, 11856151, 11856161, 11856161, 11856179, 11856179,
+ + 11856193, 11856193, 11856199, 11856199, 11856223, 11856223,
+ + 11856239, 11856239, 11856263, 11856263, 11856269, 11856269 /
+ data (iparam(1,i),iparam(2,i),i= 540, 569) /
+ + 11856281, 11856281, 11856287, 11856287, 11856307, 11856307,
+ + 11856311, 11856311, 11856329, 11856329, 11856343, 11856343,
+ + 11856359, 11856359, 11856371, 11856371, 11856373, 11856373,
+ + 11856409, 11856409, 11856419, 11856419, 11856461, 11856461,
+ + 11856469, 11856469, 11856473, 11856473, 11856479, 11856479,
+ + 11856511, 11856511, 11856517, 11856517, 11856541, 11856541,
+ + 11856547, 11856547, 11856553, 11856553, 11856583, 11856583,
+ + 11856629, 11856629, 11856641, 11856641, 11856653, 11856653,
+ + 11856659, 11856659, 11856673, 11856673, 11856697, 11856697,
+ + 11856709, 11856709, 11856727, 11856727, 11856731, 11856731 /
+ data (iparam(1,i),iparam(2,i),i= 570, 599) /
+ + 11856763, 11856763, 11856809, 11856809, 11856811, 11856811,
+ + 11856821, 11856821, 11856841, 11856841, 11856857, 11856857,
+ + 11856877, 11856877, 11856883, 11856883, 11856899, 11856899,
+ + 11856919, 11856919, 11856947, 11856947, 11856953, 11856953,
+ + 11856979, 11856979, 11857003, 11857003, 11857033, 11857033,
+ + 11857037, 11857037, 11857039, 11857039, 11857049, 11857049,
+ + 11857061, 11857061, 11857067, 11857067, 11857073, 11857073,
+ + 11857081, 11857081, 11857091, 11857091, 11857093, 11857093,
+ + 11857099, 11857099, 11857123, 11857123, 11857127, 11857127,
+ + 11857147, 11857147, 11857151, 11857151, 11857193, 11857193 /
+ data (iparam(1,i),iparam(2,i),i= 600, 629) /
+ + 11857217, 11857217, 11857229, 11857229, 11857243, 11857243,
+ + 11857249, 11857249, 11857267, 11857267, 11857277, 11857277,
+ + 11857291, 11857291, 11857303, 11857303, 11857309, 11857309,
+ + 11857327, 11857327, 11857331, 11857331, 11857333, 11857333,
+ + 11857361, 11857361, 11857367, 11857367, 11857369, 11857369,
+ + 11857393, 11857393, 11857399, 11857399, 11857409, 11857409,
+ + 11857421, 11857421, 11857423, 11857423, 11857451, 11857451,
+ + 11857453, 11857453, 11857457, 11857457, 11857477, 11857477,
+ + 11857481, 11857481, 11857493, 11857493, 11857499, 11857499,
+ + 11857519, 11857519, 11857523, 11857523, 11857529, 11857529 /
+ data (iparam(1,i),iparam(2,i),i= 630, 659) /
+ + 11857543, 11857543, 11857561, 11857561, 11857589, 11857589,
+ + 11857591, 11857591, 11857613, 11857613, 11857621, 11857621,
+ + 11857661, 11857661, 11857667, 11857667, 11857693, 11857693,
+ + 11857697, 11857697, 11857709, 11857709, 11857711, 11857711,
+ + 11857751, 11857751, 11857753, 11857753, 11857759, 11857759,
+ + 11857763, 11857763, 11857777, 11857777, 11857787, 11857787,
+ + 11857793, 11857793, 11857801, 11857801, 11857817, 11857817,
+ + 11857819, 11857819, 11857831, 11857831, 11857837, 11857837,
+ + 11857873, 11857873, 11857877, 11857877, 11857883, 11857883,
+ + 11857889, 11857889, 11857907, 11857907, 11857913, 11857913 /
+ data (iparam(1,i),iparam(2,i),i= 660, 689) /
+ + 11857931, 11857931, 11857969, 11857969, 11857991, 11857991,
+ + 11857999, 11857999, 11858009, 11858009, 11858017, 11858017,
+ + 11858023, 11858023, 11858029, 11858029, 11858039, 11858039,
+ + 11858051, 11858051, 11858057, 11858057, 11858059, 11858059,
+ + 11858101, 11858101, 11858111, 11858111, 11858131, 11858131,
+ + 11858149, 11858149, 11858159, 11858159, 11858177, 11858177,
+ + 11858191, 11858191, 11858201, 11858201, 11858227, 11858227,
+ + 11858243, 11858243, 11858267, 11858267, 11858269, 11858269,
+ + 11858279, 11858279, 11858281, 11858281, 11858291, 11858291,
+ + 11858311, 11858311, 11858323, 11858323, 11858359, 11858359 /
+ data (iparam(1,i),iparam(2,i),i= 690, 719) /
+ + 11858377, 11858377, 11858381, 11858381, 11858387, 11858387,
+ + 11858423, 11858423, 11858443, 11858443, 11858447, 11858447,
+ + 11858479, 11858479, 11858533, 11858533, 11858543, 11858543,
+ + 11858551, 11858551, 11858557, 11858557, 11858569, 11858569,
+ + 11858573, 11858573, 11858579, 11858579, 11858597, 11858597,
+ + 11858599, 11858599, 11858629, 11858629, 11858657, 11858657,
+ + 11858659, 11858659, 11858683, 11858683, 11858701, 11858701,
+ + 11858719, 11858719, 11858723, 11858723, 11858729, 11858729,
+ + 11858747, 11858747, 11858779, 11858779, 11858783, 11858783,
+ + 11858801, 11858801, 11858807, 11858807, 11858813, 11858813 /
+ data (iparam(1,i),iparam(2,i),i= 720, 749) /
+ + 11858839, 11858839, 11858851, 11858851, 11858893, 11858893,
+ + 11858897, 11858897, 11858921, 11858921, 11858947, 11858947,
+ + 11858953, 11858953, 11858969, 11858969, 11858971, 11858971,
+ + 11858989, 11858989, 11859017, 11859017, 11859031, 11859031,
+ + 11859049, 11859049, 11859061, 11859061, 11859073, 11859073,
+ + 11859077, 11859077, 11859079, 11859079, 11859083, 11859083,
+ + 11859101, 11859101, 11859109, 11859109, 11859137, 11859137,
+ + 11859139, 11859139, 11859151, 11859151, 11859157, 11859157,
+ + 11859163, 11859163, 11859167, 11859167, 11859179, 11859179,
+ + 11859187, 11859187, 11859229, 11859229, 11859233, 11859233 /
+ data (iparam(1,i),iparam(2,i),i= 750, 779) /
+ + 11859241, 11859241, 11859247, 11859247, 11859269, 11859269,
+ + 11859293, 11859293, 11859307, 11859307, 11859311, 11859311,
+ + 11859349, 11859349, 11859359, 11859359, 11859371, 11859371,
+ + 11859377, 11859377, 11859383, 11859383, 11859427, 11859427,
+ + 11859433, 11859433, 11859451, 11859451, 11859457, 11859457,
+ + 11859461, 11859461, 11859473, 11859473, 11859481, 11859481,
+ + 11859487, 11859487, 11859493, 11859493, 11859503, 11859503,
+ + 11859509, 11859509, 11859539, 11859539, 11859541, 11859541,
+ + 11859563, 11859563, 11859569, 11859569, 11859571, 11859571,
+ + 11859583, 11859583, 11859599, 11859599, 11859611, 11859611 /
+ data (iparam(1,i),iparam(2,i),i= 780, 809) /
+ + 11859643, 11859643, 11859707, 11859707, 11859713, 11859713,
+ + 11859719, 11859719, 11859739, 11859739, 11859751, 11859751,
+ + 11859791, 11859791, 11859817, 11859817, 11859821, 11859821,
+ + 11859833, 11859833, 11859847, 11859847, 11859853, 11859853,
+ + 11859877, 11859877, 11859889, 11859889, 11859893, 11859893,
+ + 11859901, 11859901, 11859907, 11859907, 11859917, 11859917,
+ + 11859923, 11859923, 11859929, 11859929, 11859961, 11859961,
+ + 11859979, 11859979, 11859989, 11859989, 11859997, 11859997,
+ + 11860021, 11860021, 11860031, 11860031, 11860039, 11860039,
+ + 11860049, 11860049, 11860081, 11860081, 11860087, 11860087 /
+ data (iparam(1,i),iparam(2,i),i= 810, 839) /
+ + 11860097, 11860097, 11860103, 11860103, 11860109, 11860109,
+ + 11860117, 11860117, 11860133, 11860133, 11860151, 11860151,
+ + 11860171, 11860171, 11860207, 11860207, 11860223, 11860223,
+ + 11860231, 11860231, 11860243, 11860243, 11860267, 11860267,
+ + 11860301, 11860301, 11860307, 11860307, 11860327, 11860327,
+ + 11860379, 11860379, 11860397, 11860397, 11860411, 11860411,
+ + 11860469, 11860469, 11860477, 11860477, 11860483, 11860483,
+ + 11860487, 11860487, 11860489, 11860489, 11860493, 11860493,
+ + 11860517, 11860517, 11860547, 11860547, 11860567, 11860567,
+ + 11860573, 11860573, 11860613, 11860613, 11860619, 11860619 /
+ data (iparam(1,i),iparam(2,i),i= 840, 869) /
+ + 11860627, 11860627, 11860637, 11860637, 11860643, 11860643,
+ + 11860649, 11860649, 11860661, 11860661, 11860669, 11860669,
+ + 11860687, 11860687, 11860691, 11860691, 11860697, 11860697,
+ + 11860699, 11860699, 11860703, 11860703, 11860727, 11860727,
+ + 11860741, 11860741, 11860753, 11860753, 11860777, 11860777,
+ + 11860787, 11860787, 11860789, 11860789, 11860811, 11860811,
+ + 11860837, 11860837, 11860859, 11860859, 11860867, 11860867,
+ + 11860889, 11860889, 11860897, 11860897, 11860963, 11860963,
+ + 11860969, 11860969, 11860973, 11860973, 11860993, 11860993,
+ + 11861011, 11861011, 11861033, 11861033, 11861071, 11861071 /
+ data (iparam(1,i),iparam(2,i),i= 870, 899) /
+ + 11861081, 11861081, 11861089, 11861089, 11861093, 11861093,
+ + 11861099, 11861099, 11861107, 11861107, 11861131, 11861131,
+ + 11861141, 11861141, 11861159, 11861159, 11861167, 11861167,
+ + 11861191, 11861191, 11861197, 11861197, 11861207, 11861207,
+ + 11861219, 11861219, 11861221, 11861221, 11861231, 11861231,
+ + 11861237, 11861237, 11861273, 11861273, 11861293, 11861293,
+ + 11861299, 11861299, 11861303, 11861303, 11861327, 11861327,
+ + 11861351, 11861351, 11861357, 11861357, 11861363, 11861363,
+ + 11861371, 11861371, 11861401, 11861401, 11861407, 11861407,
+ + 11861411, 11861411, 11861413, 11861413, 11861429, 11861429 /
+ data (iparam(1,i),iparam(2,i),i= 900, 929) /
+ + 11861441, 11861441, 11861467, 11861467, 11861527, 11861527,
+ + 11861539, 11861539, 11861543, 11861543, 11861557, 11861557,
+ + 11861569, 11861569, 11861573, 11861573, 11861579, 11861579,
+ + 11861581, 11861581, 11861599, 11861599, 11861611, 11861611,
+ + 11861617, 11861617, 11861627, 11861627, 11861639, 11861639,
+ + 11861651, 11861651, 11861659, 11861659, 11861671, 11861671,
+ + 11861683, 11861683, 11861687, 11861687, 11861693, 11861693,
+ + 11861701, 11861701, 11861711, 11861711, 11861713, 11861713,
+ + 11861749, 11861749, 11861791, 11861791, 11861803, 11861803,
+ + 11861819, 11861819, 11861827, 11861827, 11861849, 11861849 /
+ data (iparam(1,i),iparam(2,i),i= 930, 959) /
+ + 11861873, 11861873, 11861879, 11861879, 11861887, 11861887,
+ + 11861911, 11861911, 11861917, 11861917, 11861921, 11861921,
+ + 11861923, 11861923, 11861953, 11861953, 11861959, 11861959,
+ + 11861987, 11861987, 11862007, 11862007, 11862013, 11862013,
+ + 11862029, 11862029, 11862031, 11862031, 11862049, 11862049,
+ + 11862077, 11862077, 11862083, 11862083, 11862157, 11862157,
+ + 11862167, 11862167, 11862199, 11862199, 11862203, 11862203,
+ + 11862217, 11862217, 11862223, 11862223, 11862229, 11862229,
+ + 11862233, 11862233, 11862239, 11862239, 11862241, 11862241,
+ + 11862259, 11862259, 11862269, 11862269, 11862271, 11862271 /
+ data (iparam(1,i),iparam(2,i),i= 960, 989) /
+ + 11862293, 11862293, 11862307, 11862307, 11862313, 11862313,
+ + 11862317, 11862317, 11862343, 11862343, 11862353, 11862353,
+ + 11862373, 11862373, 11862391, 11862391, 11862439, 11862439,
+ + 11862469, 11862469, 11862493, 11862493, 11862527, 11862527,
+ + 11862547, 11862547, 11862563, 11862563, 11862569, 11862569,
+ + 11862577, 11862577, 11862581, 11862581, 11862611, 11862611,
+ + 11862623, 11862623, 11862661, 11862661, 11862673, 11862673,
+ + 11862679, 11862679, 11862701, 11862701, 11862703, 11862703,
+ + 11862713, 11862713, 11862761, 11862761, 11862791, 11862791,
+ + 11862803, 11862803, 11862839, 11862839, 11862841, 11862841 /
+ data (iparam(1,i),iparam(2,i),i= 990,1019) /
+ + 11862857, 11862857, 11862869, 11862869, 11862881, 11862881,
+ + 11862911, 11862911, 11862919, 11862919, 11862959, 11862959,
+ + 11862979, 11862979, 11862989, 11862989, 11862997, 11862997,
+ + 11863021, 11863021, 11863031, 11863031, 11863037, 11863037,
+ + 11863039, 11863039, 11863057, 11863057, 11863067, 11863067,
+ + 11863073, 11863073, 11863099, 11863099, 11863109, 11863109,
+ + 11863121, 11863121, 11863123, 11863123, 11863133, 11863133,
+ + 11863151, 11863151, 11863153, 11863153, 11863171, 11863171,
+ + 11863183, 11863183, 11863207, 11863207, 11863213, 11863213,
+ + 11863237, 11863237, 11863249, 11863249, 11863253, 11863253 /
+ data (iparam(1,i),iparam(2,i),i=1020,1021) /
+ + 11863259, 11863259, 11863279, 11863279 /
+ end
call mpi_abort(mpi_comm_world,ierror,ierrcode)
endif
do n=1,nconf
+ print*,"n=",n
c pull out external and internal variables for next start
call putx(xin,n,rad)
! write (iout,*) 'XIN from FEEDIN N=',n
if(iw_pdb.gt.0)
& call write_csa_pdb(xout,eout,nft,ind(1),iw_pdb)
endif
+ print *,"koniec petli n=",n
enddo
cccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc
c no more input
projects / unres.git / commitdiff