diff --git a/Makefile.Defines b/Makefile.Defines index 36de2cdb7..479c57f6b 100644 --- a/Makefile.Defines +++ b/Makefile.Defines @@ -46,37 +46,35 @@ COLLRESOLVE_HOME = $(ROOT_DIR)/collresolve/ # DO NOT include in FFLAGS the "-c" option to compile object only # this is done explicitly as needed in the Makefile ADVIXE_DIR = /apps/cent7/intel/advisor_2019 -ADVIXE_FLAGS = -g -O2 -qopt-report=5 -vec -vecabi=cmdtarget -simd -shared-intel -debug inline-debug-info -DTBB_DEBUG -DTBB_USE_THREADING_TOOLS -fp-model no-except -mp1 -xhost -traceback +ADVIXE_FLAGS = -g -O2 -qopt-report=5 -vecabi=cmdtarget -simd -shared-intel -debug inline-debug-info -DTBB_DEBUG -DTBB_USE_THREADING_TOOLS -xhost -traceback -VTUNE_FLAGS = -g -O2 -vec -simd -shared-intel -qopenmp -debug inline-debug-info -parallel-source-info=2 -parallel -DTBB_DEBUG -DTBB_USE_THREADING_TOOLS -qopenmp -fp-model no-except -mp1 -xhost -traceback +VTUNE_FLAGS = -g -O2 -qopt-report=5 -simd -shared-intel -qopenmp -debug inline-debug-info -parallel-source-info=2 -parallel -DTBB_DEBUG -DTBB_USE_THREADING_TOOLS -qopenmp -fp-model no-except -mp1 -xhost -traceback #Be sure to set the environment variable KMP_FORKJOIN_FRAMES=1 for OpenMP debuging in vtune IDEBUG = -O0 -init=snan,arrays -nogen-interfaces -no-pie -no-ftz -fpe-all=0 -g -traceback -mp1 -fp-model strict -fpe0 -debug all -align all -pad -ip -prec-div -prec-sqrt -assume protect-parens -CB -no-wrap-margin -STRICTREAL = -fp-model strict -fp-model no-except -prec-div -prec-sqrt -assume protect-parens -SIMDVEC = -simd -xhost -align all -assume contiguous_assumed_shape -vecabi=cmdtarget -prec-div -prec-sqrt -assume protect-parens +STRICTREAL = -fp-model strict -prec-div -prec-sqrt -assume protect-parens +SIMDVEC = -simd -xhost -align all -assume contiguous_assumed_shape -vecabi=cmdtarget -fp-model no-except PAR = -qopenmp #-parallel #Something goes wrong in SyMBA at the moment with auto-paralellization enabled -HEAPARR = -heap-arrays 1048576 +HEAPARR = -heap-arrays 4194304 OPTREPORT = -qopt-report=5 -IPRODUCTION = -init=snan,arrays -no-wrap-margin -O3 $(STRICTREAL) $(PAR) $(SIMDVEC) $(HEAPARR) +IPRODUCTION = -init=snan,arrays -no-wrap-margin -O3 $(PAR) $(SIMDVEC) -fp-model fast #$(STRICTREAL) #$(HEAPARR) #gfortran flags GDEBUG = -g -Og -fbacktrace -fbounds-check -ffree-line-length-none GPAR = -fopenmp #-ftree-parallelize-loops=4 GMEM = -fsanitize-address-use-after-scope -fstack-check -fsanitize=bounds-strict -fsanitize=undefined -fsanitize=signed-integer-overflow -fsanitize=object-size -fstack-protector-all GWARNINGS = -Wall -Warray-bounds -Wimplicit-interface -Wextra -Warray-temporaries -GPRODUCTION = -O3 -ffree-line-length-none $(GPAR) +GPRODUCTION = -O2 -ffree-line-length-none $(GPAR) -#FFLAGS = $(IDEBUG) $(HEAPARR) $(SIMDVEC) $(PAR) -FFLAGS = $(IPRODUCTION) $(OPTREPORT) +#FFLAGS = $(IPRODUCTION) $(OPTREPORT) +#FFLAGS = $(IPRODUCTION) $(OPTREPORT) $(ADVIXE_FLAGS) +FFLAGS = -O3 $(PAR) $(OPTREPORT) $(SIMDVEC) -shared-intel -debug inline-debug-info -DTBB_DEBUG -DTBB_USE_THREADING_TOOLS -traceback -g FORTRAN = ifort #AR = xiar #FORTRAN = gfortran #FFLAGS = $(GDEBUG) $(GMEM) $(GPAR) -#FFLAGS = $(GPRODUCTION) -g -fbacktrace #-fcheck=all #-Wall -AR = ar - -# DO NOT include in CFLAGS the "-c" option to compile object only +#FFLAGS = $(GPRODUCTION) -g -fbacktrace #-fcheck=all #-Wall AR = ar # DO NOT include in CFLAGS the "-c" option to compile object only # this is done explicitly as needed in the Makefile CC = icc diff --git a/docs/src/rmvs_encounter_check.f90 b/docs/src/rmvs_encounter_check.f90 index e4c441472..7837242e0 100644 --- a/docs/src/rmvs_encounter_check.f90 +++ b/docs/src/rmvs_encounter_check.f90 @@ -35,10 +35,7 @@ module function rmvs_encounter_check_tp(self, system, dt) result(lencounter) if ((.not.tp%lmask(i)).or.(tp%plencP(i) /= 0)) cycle xr(:) = tp%xh(:, i) - pl%xbeg(:, j) vr(:) = tp%vh(:, i) - pl%vbeg(:, j) - r2 = dot_product(xr(:), xr(:)) - v2 = dot_product(vr(:), vr(:)) - vdotr = dot_product(vr(:), xr(:)) - lflag = rmvs_chk_ind(r2, v2, vdotr, dt, r2crit(j)) + lflag = rmvs_chk_ind(xr(1), xr(2), xr(3), vr(1), vr(2), vr(3), dt, r2crit(j)) if (lflag) tp%plencP(i) = j end do pl%nenc(j) = count(tp%plencP(:) == j) diff --git a/docs/src/symba_encounter_check.f90 b/docs/src/symba_encounter_check.f90 index 808ee2347..4bf0f699b 100644 --- a/docs/src/symba_encounter_check.f90 +++ b/docs/src/symba_encounter_check.f90 @@ -202,20 +202,20 @@ module pure elemental subroutine symba_encounter_check_one(xr, yr, zr, vxr, vyr, !! Adapted from Hal Levison's Swift routine symba5_chk.f implicit none ! Arguments - real(DP), intent(in) :: xr, yr, zr, vxr, vyr, vzr - real(DP), intent(in) :: rhill1, rhill2, dt - integer(I4B), intent(in) :: irec - logical, intent(out) :: lencounter, lvdotr + real(DP), intent(in) :: xr, yr, zr !! Relative distance vector components + real(DP), intent(in) :: vxr, vyr, vzr !! Relative velocity vector components + real(DP), intent(in) :: rhill1, rhill2 !! Hill spheres of the two bodies + real(DP), intent(in) :: dt !! Step size + integer(I4B), intent(in) :: irec !! Current SyMBA recursion level + real(DP), intent(in) :: r2crit !! Square of the critical encounter distance + logical, intent(out) :: lencounter !! Flag indicating that an encounter has occurred + logical, intent(out) :: lvdotr !! Logical flag indicating the direction of the v .dot. r vector ! Internals - real(DP) :: r2, v2, rcrit, r2crit, vdotr - - rcrit = (rhill1 + rhill2)*RHSCALE*(RSHELL**(irec)) - r2crit = rcrit**2 - r2 = xr**2 + yr**2 + zr**2 - v2 = vxr**2 + vyr**2 + vzr**2 - vdotr = xr * vxr + yr * vyr + zr * vzr - lencounter = rmvs_chk_ind(r2, v2, vdotr, dt, r2crit) - lvdotr = (vdotr < 0.0_DP) + real(DP) :: r2crit + + r2crit = (rhill1 + rhill2)*RHSCALE*(RSHELL**(irec)) + r2crit = r2crit**2 + call rmvs_chk_ind(xr, yr, zr, vxr, vyr, vzr, dt, r2crit, lencounter, lvdotr) return end subroutine symba_encounter_check_one diff --git a/examples/symba_swifter_comparison/8pl_16tp_encounters/swiftest_symba_vs_swifter_symba.ipynb b/examples/symba_swifter_comparison/8pl_16tp_encounters/swiftest_symba_vs_swifter_symba.ipynb index ca5040a17..c2b924303 100644 --- a/examples/symba_swifter_comparison/8pl_16tp_encounters/swiftest_symba_vs_swifter_symba.ipynb +++ b/examples/symba_swifter_comparison/8pl_16tp_encounters/swiftest_symba_vs_swifter_symba.ipynb @@ -21,9 +21,9 @@ "output_type": "stream", "text": [ "Reading Swifter file param.swifter.in\n", - "Reading in time 3.652e+03\n", + "Reading in time 3.650e+03\n", "Creating Dataset\n", - "Successfully converted 333 output frames.\n", + "Successfully converted 366 output frames.\n", "Swifter simulation data stored as xarray DataSet .ds\n" ] } @@ -45,9 +45,9 @@ "output_type": "stream", "text": [ "Reading Swiftest file param.swiftest.in\n", - "Reading in time 3.652e+03\n", + "\n", "Creating Dataset\n", - "Successfully converted 333 output frames.\n", + "Successfully converted 366 output frames.\n", "Swiftest simulation data stored as xarray DataSet .ds\n" ] } @@ -83,8 +83,8 @@ "metadata": {}, "outputs": [], "source": [ - "swiftdiff['rmag'] = np.sqrt(swiftdiff['px']**2 + swiftdiff['py']**2 + swiftdiff['pz']**2)\n", - "swiftdiff['vmag'] = np.sqrt(swiftdiff['vx']**2 + swiftdiff['vy']**2 + swiftdiff['vz']**2)" + "swiftdiff['rmag'] = np.sqrt(swiftdiff['xhx']**2 + swiftdiff['xhy']**2 + swiftdiff['xhz']**2)\n", + "swiftdiff['vmag'] = np.sqrt(swiftdiff['vhx']**2 + swiftdiff['vhy']**2 + swiftdiff['vhz']**2)" ] }, { @@ -93,8 +93,8 @@ "metadata": {}, "outputs": [], "source": [ - "plidx = swiftdiff.id.values[swiftdiff.id.values < 10]\n", - "tpidx = swiftdiff.id.values[swiftdiff.id.values > 10]" + "plidx = swiftdiff.id.values[swiftdiff.id.values < 9]\n", + "tpidx = swiftdiff.id.values[swiftdiff.id.values > 9]" ] }, { @@ -104,7 +104,7 @@ "outputs": [ { "data": { - "image/png": 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", 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\n", + "image/png": 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Minton !! !! Compute direct cross (third) term heliocentric accelerations for a single pair of massive bodies @@ -161,6 +164,7 @@ end subroutine kick_getacch_int_one_pl module pure subroutine kick_getacch_int_one_tp(rji2, xr, yr, zr, GMpl, ax, ay, az) + !$omp declare simd(kick_getacch_int_one_tp) !! author: David A. Minton !! !! Compute direct cross (third) term heliocentric accelerations of a single test particle massive body pair. diff --git a/src/modules/rmvs_classes.f90 b/src/modules/rmvs_classes.f90 index 9ec0c8b86..b29cd02c4 100644 --- a/src/modules/rmvs_classes.f90 +++ b/src/modules/rmvs_classes.f90 @@ -104,6 +104,7 @@ module rmvs_classes interface module pure subroutine rmvs_chk_ind(xr, yr, zr, vxr, vyr, vzr, dt, r2crit, lencounter, lvdotr) + !$omp declare simd(rmvs_chk_ind) implicit none real(DP), intent(in) :: xr, yr, zr !! Relative distance vector components real(DP), intent(in) :: vxr, vyr, vzr !! Relative velocity vector components diff --git a/src/modules/swiftest_classes.f90 b/src/modules/swiftest_classes.f90 index 8c7376c88..598cb4811 100644 --- a/src/modules/swiftest_classes.f90 +++ b/src/modules/swiftest_classes.f90 @@ -561,6 +561,23 @@ module pure elemental subroutine drift_one(mu, px, py, pz, vx, vy, vz, dt, iflag integer(I4B), intent(out) :: iflag !! iflag : error status flag for Danby drift (0 = OK, nonzero = ERROR) end subroutine drift_one + module pure subroutine util_index_eucl_ij_to_k(n, i, j, k) + !$omp declare simd(util_index_eucl_ij_to_k) + implicit none + integer(I4B), intent(in) :: n !! Number of bodies + integer(I4B), intent(in) :: i !! Index of the ith body + integer(I4B), intent(in) :: j !! Index of the jth body + integer(I8B), intent(out) :: k !! Index of the flattened matrix + end subroutine util_index_eucl_ij_to_k + + module pure subroutine util_index_eucl_k_to_ij(n, k, i, j) + implicit none + integer(I4B), intent(in) :: n !! Number of bodies + integer(I8B), intent(in) :: k !! Index of the flattened matrix + integer(I4B), intent(out) :: i !! Index of the ith body + integer(I4B), intent(out) :: j !! Index of the jth body + end subroutine util_index_eucl_k_to_ij + module subroutine util_index_eucl_plpl(self, param) implicit none class(swiftest_pl), intent(inout) :: self !! Swiftest massive body object @@ -859,6 +876,7 @@ module subroutine kick_getacch_int_all_tp(ntp, npl, xtp, xpl, GMpl, lmask, acc) end subroutine kick_getacch_int_all_tp module pure subroutine kick_getacch_int_one_pl(rji2, xr, yr, zr, Gmi, Gmj, axi, ayi, azi, axj, ayj, azj) + !$omp declare simd(kick_getacch_int_one_pl) implicit none real(DP), intent(in) :: rji2 !! Square of distance between the two bodies real(DP), intent(in) :: xr, yr, zr !! Distances between the two bodies in x, y, and z directions @@ -869,6 +887,7 @@ module pure subroutine kick_getacch_int_one_pl(rji2, xr, yr, zr, Gmi, Gmj, axi, end subroutine kick_getacch_int_one_pl module pure subroutine kick_getacch_int_one_tp(rji2, xr, yr, zr, Gmpl, ax, ay, az) + !$omp declare simd(kick_getacch_int_one_tp) implicit none real(DP), intent(in) :: rji2 !! Square of distance between the test particle and massive body real(DP), intent(in) :: xr, yr, zr !! Distances between the two bodies in x, y, and z directions diff --git a/src/modules/symba_classes.f90 b/src/modules/symba_classes.f90 index bd4b14486..40267e298 100644 --- a/src/modules/symba_classes.f90 +++ b/src/modules/symba_classes.f90 @@ -257,6 +257,7 @@ module subroutine symba_drift_tp(self, system, param, dt) end subroutine symba_drift_tp module pure subroutine symba_encounter_check_one(xr, yr, zr, vxr, vyr, vzr, rhill1, rhill2, dt, irec, lencounter, lvdotr) + !$omp declare simd(symba_encounter_check_one) implicit none real(DP), intent(in) :: xr, yr, zr, vxr, vyr, vzr real(DP), intent(in) :: rhill1, rhill2, dt diff --git a/src/rmvs/rmvs_encounter_check.f90 b/src/rmvs/rmvs_encounter_check.f90 index 71465870d..4c59f0a15 100644 --- a/src/rmvs/rmvs_encounter_check.f90 +++ b/src/rmvs/rmvs_encounter_check.f90 @@ -59,6 +59,7 @@ end function rmvs_encounter_check_tp module pure subroutine rmvs_chk_ind(xr, yr, zr, vxr, vyr, vzr, dt, r2crit, lencounter, lvdotr) + !$omp declare simd(rmvs_chk_ind) !! author: David A. Minton !! !! Determine whether a test particle and planet are having or will have an encounter within the next time step diff --git a/src/symba/symba_encounter_check.f90 b/src/symba/symba_encounter_check.f90 index c7e56ad27..d8c2af76f 100644 --- a/src/symba/symba_encounter_check.f90 +++ b/src/symba/symba_encounter_check.f90 @@ -18,9 +18,10 @@ subroutine symba_encounter_check_all(nplplm, k_plpl, x, v, rhill, dt, irec, len integer(I8B) :: k integer(I4B) :: i, j real(DP) :: xr, yr, zr, vxr, vyr, vzr, rhill1, rhill2 - - !$omp parallel do default(private)& - !$omp shared(nplplm, k_plpl, x, v, rhill, dt, irec, lencounter, loc_lvdotr) + + !$omp parallel do simd default(private) schedule(static)& + !$omp shared(nplplm, k_plpl, x, v, rhill, dt, irec, lencounter, loc_lvdotr) & + !$omp lastprivate(xr, yr, zr, vxr, vyr, vzr, rhill1, rhill2) do k = 1_I8B, nplplm i = k_plpl(1, k) j = k_plpl(2, k) @@ -34,7 +35,7 @@ subroutine symba_encounter_check_all(nplplm, k_plpl, x, v, rhill, dt, irec, len rhill2 = rhill(j) call symba_encounter_check_one(xr, yr, zr, vxr, vyr, vzr, rhill1, rhill2, dt, irec, lencounter(k), loc_lvdotr(k)) end do - !$omp end parallel do + !$omp end parallel do simd return end subroutine symba_encounter_check_all @@ -57,7 +58,7 @@ module function symba_encounter_check_pl(self, system, dt, irec) result(lany_enc integer(I8B) :: k, nplplm integer(I4B) :: i, j, nenc logical, dimension(:), allocatable :: lencounter, loc_lvdotr, lvdotr - integer(I8B), dimension(:), allocatable :: kidx + integer(I4B), dimension(:), allocatable :: index1, index2 if (self%nbody == 0) return @@ -68,28 +69,27 @@ module function symba_encounter_check_pl(self, system, dt, irec) result(lany_enc call symba_encounter_check_all(nplplm, pl%k_plpl, pl%xh, pl%vh, pl%rhill, dt, irec, lencounter, loc_lvdotr) - !$omp parallel workshare nenc = count(lencounter(:)) - !$omp end parallel workshare lany_encounter = nenc > 0 if (lany_encounter) then associate(plplenc_list => system%plplenc_list) call plplenc_list%resize(nenc) - allocate(lvdotr(nenc)) - allocate(kidx(nenc)) - lvdotr(:) = pack(loc_lvdotr(:), lencounter(:)) - kidx(:) = pack([(k, k = 1_I8B, nplplm)], lencounter(:)) - call move_alloc(lvdotr, plplenc_list%lvdotr) - call move_alloc(kidx, plplenc_list%kidx) - deallocate(lencounter, loc_lvdotr) - plplenc_list%index1(1:nenc) = pl%k_plpl(1,plplenc_list%kidx(1:nenc)) - plplenc_list%index2(1:nenc) = pl%k_plpl(2,plplenc_list%kidx(1:nenc)) - plplenc_list%id1(1:nenc) = pl%id(plplenc_list%index1(1:nenc)) - plplenc_list%id2(1:nenc) = pl%id(plplenc_list%index2(1:nenc)) + allocate(lvdotr(nenc)) + allocate(index1(nenc)) + allocate(index2(nenc)) + lvdotr(:) = pack(loc_lvdotr(:), lencounter(:)) + index1(:) = pack(pl%k_plpl(1,1:nplplm), lencounter(:)) + index2(:) = pack(pl%k_plpl(2,1:nplplm), lencounter(:)) + deallocate(lencounter, loc_lvdotr) + call move_alloc(lvdotr, plplenc_list%lvdotr) + call move_alloc(index1, plplenc_list%index1) + call move_alloc(index2, plplenc_list%index2) do k = 1, nenc i = plplenc_list%index1(k) j = plplenc_list%index2(k) + plplenc_list%id1(k) = pl%id(plplenc_list%index1(k)) + plplenc_list%id2(k) = pl%id(plplenc_list%index2(k)) plplenc_list%status(k) = ACTIVE plplenc_list%level(k) = irec pl%lencounter(i) = .true. @@ -267,6 +267,7 @@ end function symba_encounter_check_tp module pure subroutine symba_encounter_check_one(xr, yr, zr, vxr, vyr, vzr, rhill1, rhill2, dt, irec, lencounter, lvdotr) + !$omp declare simd(symba_encounter_check_one) !! author: David A. Minton !! !! Check for an encounter. diff --git a/src/symba/symba_util.f90 b/src/symba/symba_util.f90 index 8b8e48f47..a59d1f0b8 100644 --- a/src/symba/symba_util.f90 +++ b/src/symba/symba_util.f90 @@ -285,7 +285,8 @@ module subroutine symba_util_index_eucl_plpl(self, param) class(symba_pl), intent(inout) :: self !! SyMBA massive body object class(swiftest_parameters), intent(in) :: param !! Current run configuration parameters ! Internals - integer(I8B) :: i, j, counter, npl, nplm, nplpl, nplplm + integer(I8B) :: k, nplpl, nplplm + integer(I4B) :: i, j, npl, nplm, ip, jp associate(pl => self) npl = int(self%nbody, kind=I8B) @@ -296,12 +297,11 @@ module subroutine symba_util_index_eucl_plpl(self, param) pl%nplplm = nplm * npl - nplm * (nplm + 1) / 2 ! number of entries in a strict lower triangle, npl x npl, minus first column including only mutually interacting bodies if (allocated(self%k_plpl)) deallocate(self%k_plpl) ! Reset the index array if it's been set previously allocate(self%k_plpl(2, pl%nplpl)) - do i = 1, npl - counter = (i - 1_I8B) * npl - i * (i - 1_I8B) / 2_I8B + 1_I8B - do j = i + 1_I8B, npl - self%k_plpl(1, counter) = i - self%k_plpl(2, counter) = j - counter = counter + 1_I8B + do concurrent (i = 1:npl) + do concurrent (j = i+1:npl) + call util_index_eucl_ij_to_k(npl, i, j, k) + self%k_plpl(1, k) = i + self%k_plpl(2, k) = j end do end do end associate diff --git a/src/util/util_index.f90 b/src/util/util_index.f90 index 0e42ec7c7..1ee60e400 100644 --- a/src/util/util_index.f90 +++ b/src/util/util_index.f90 @@ -2,7 +2,8 @@ use swiftest contains - module subroutine util_index_eucl_plpl(self, param) + module pure subroutine util_index_eucl_ij_to_k(n, i, j, k) + !$omp declare simd(util_index_eucl_ij_to_k) !! author: Jacob R. Elliott and David A. Minton !! !! Turns i,j indices into k index for use in the Euclidean distance matrix for pl-pl interactions. @@ -13,23 +14,80 @@ module subroutine util_index_eucl_plpl(self, param) !! 2019. hal-0204751 implicit none ! Arguments + integer(I4B), intent(in) :: n !! Number of bodies + integer(I4B), intent(in) :: i !! Index of the ith body + integer(I4B), intent(in) :: j !! Index of the jth body + integer(I8B), intent(out) :: k !! Index of the flattened matrix + ! Internals + integer(I8B) :: i8, j8, n8 + + i8 = int(i, kind=I8B) + j8 = int(j, kind=I8B) + n8 = int(n, kind=I8B) + k = (i8 - 1_I8B) * n8 - i8 * (i8 - 1_I8B) / 2_I8B + (j8 - i8) + + return + end subroutine util_index_eucl_ij_to_k + + + module pure subroutine util_index_eucl_k_to_ij(n, k, i, j) + !! author: Jacob R. Elliott and David A. Minton + !! + !! Turns k index into i,j indices for use in the Euclidean distance matrix for pl-pl interactions. + !! + !! Reference: + !! + !! Mélodie Angeletti, Jean-Marie Bonny, Jonas Koko. Parallel Euclidean distance matrix computation on big datasets *. + !! 2019. hal-0204751 + implicit none + ! Arguments + integer(I4B), intent(in) :: n !! Number of bodies + integer(I8B), intent(in) :: k !! Index of the flattened matrix + integer(I4B), intent(out) :: i !! Index of the ith body + integer(I4B), intent(out) :: j !! Index of the jth body + ! Internals + integer(I8B) :: kp, p, i8, j8, n8 + + n8 = int(n, kind=I8B) + + kp = n8 * (n8 - 1_I8B) / 2_I8B - k + p = floor((sqrt(1._DP + 8_I8B * kp) - 1_I8B) / 2_I8B) + i8 = n8 - 1_I8B - p + j8 = k - (n8 - 1_I8B) * (n8 - 2_I8B) / 2_I8B + p * (p + 1_I8B) / 2_I8B + 1_I8B + + i = int(i8, kind=I4B) + j = int(j8, kind=I4B) + + return + end subroutine util_index_eucl_k_to_ij + + + module subroutine util_index_eucl_plpl(self, param) + !! author: Jacob R. Elliott and David A. Minton + !! + !! Turns i,j indices into k index for use in the Euclidean distance matrix for pl-pl interactions for a Swiftest massive body object + !! + !! Reference: + !! + !! Mélodie Angeletti, Jean-Marie Bonny, Jonas Koko. Parallel Euclidean distance matrix computation on big datasets *. + !! 2019. hal-0204751 + implicit none + ! Arguments class(swiftest_pl), intent(inout) :: self !! Swiftest massive body object class(swiftest_parameters), intent(in) :: param !! Current run configuration parameters ! Internals - integer(I8B) :: i, j, counter, npl + integer(I4B) :: i, j, npl + integer(I8B) :: k npl = int(self%nbody, kind=I8B) associate(nplpl => self%nplpl) - nplpl = (npl * (npl - 1) / 2) ! number of entries in a strict lower triangle, npl x npl, minus first column + nplpl = (npl * (npl - 1) / 2) ! number of entries in a strict lower triangle, npl x npl if (allocated(self%k_plpl)) deallocate(self%k_plpl) ! Reset the index array if it's been set previously allocate(self%k_plpl(2, nplpl)) - do i = 1_I8B, npl - counter = (i - 1_I8B) * npl - i * (i - 1_I8B) / 2_I8B + 1_I8B - do j = i + 1_I8B, npl - self%k_plpl(1, counter) = i - self%k_plpl(2, counter) = j - counter = counter + 1_I8B - end do + do concurrent (i=1:npl, j=1:npl, j>i) + call util_index_eucl_ij_to_k(npl, i, j, k) + self%k_plpl(1, k) = i + self%k_plpl(2, k) = j end do end associate