Mat Object: 40 MPI processes type: mpiaij rows=100000, cols=100000 total: nonzeros=299998, allocated nonzeros=299998 total number of mallocs used during MatSetValues calls=0 [0] Local rows 2500 nz 7499 nz alloced 7499 mem 0., not using I-node routines [0] on-diagonal part: nz 7498 [0] off-diagonal part: nz 1 [1] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [1] on-diagonal part: nz 7498 [1] off-diagonal part: nz 2 [2] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [2] on-diagonal part: nz 7498 [2] off-diagonal part: nz 2 [3] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [3] on-diagonal part: nz 7498 [3] off-diagonal part: nz 2 [4] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [4] on-diagonal part: nz 7498 [4] off-diagonal part: nz 2 [5] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [5] on-diagonal part: nz 7498 [5] off-diagonal part: nz 2 [6] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [6] on-diagonal part: nz 7498 [6] off-diagonal part: nz 2 [7] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [7] on-diagonal part: nz 7498 [7] off-diagonal part: nz 2 [8] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [8] on-diagonal part: nz 7498 [8] off-diagonal part: nz 2 [9] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [9] on-diagonal part: nz 7498 [9] off-diagonal part: nz 2 [10] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [10] on-diagonal part: nz 7498 [10] off-diagonal part: nz 2 [11] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [11] on-diagonal part: nz 7498 [11] off-diagonal part: nz 2 [12] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [12] on-diagonal part: nz 7498 [12] off-diagonal part: nz 2 [13] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [13] on-diagonal part: nz 7498 [13] off-diagonal part: nz 2 [14] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [14] on-diagonal part: nz 7498 [14] off-diagonal part: nz 2 [15] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [15] on-diagonal part: nz 7498 [15] off-diagonal part: nz 2 [16] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [16] on-diagonal part: nz 7498 [16] off-diagonal part: nz 2 [17] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [17] on-diagonal part: nz 7498 [17] off-diagonal part: nz 2 [18] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [18] on-diagonal part: nz 7498 [18] off-diagonal part: nz 2 [19] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [19] on-diagonal part: nz 7498 [19] off-diagonal part: nz 2 [20] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [20] on-diagonal part: nz 7498 [20] off-diagonal part: nz 2 [21] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [21] on-diagonal part: nz 7498 [21] off-diagonal part: nz 2 [22] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [22] on-diagonal part: nz 7498 [22] off-diagonal part: nz 2 [23] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [23] on-diagonal part: nz 7498 [23] off-diagonal part: nz 2 [24] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [24] on-diagonal part: nz 7498 [24] off-diagonal part: nz 2 [25] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [25] on-diagonal part: nz 7498 [25] off-diagonal part: nz 2 [26] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [26] on-diagonal part: nz 7498 [26] off-diagonal part: nz 2 [27] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [27] on-diagonal part: nz 7498 [27] off-diagonal part: nz 2 [28] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [28] on-diagonal part: nz 7498 [28] off-diagonal part: nz 2 [29] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [29] on-diagonal part: nz 7498 [29] off-diagonal part: nz 2 [30] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [30] on-diagonal part: nz 7498 [30] off-diagonal part: nz 2 [31] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [31] on-diagonal part: nz 7498 [31] off-diagonal part: nz 2 [32] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [32] on-diagonal part: nz 7498 [32] off-diagonal part: nz 2 [33] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [33] on-diagonal part: nz 7498 [33] off-diagonal part: nz 2 [34] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [34] on-diagonal part: nz 7498 [34] off-diagonal part: nz 2 [35] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [35] on-diagonal part: nz 7498 [35] off-diagonal part: nz 2 [36] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [36] on-diagonal part: nz 7498 [36] off-diagonal part: nz 2 [37] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [37] on-diagonal part: nz 7498 [37] off-diagonal part: nz 2 [38] Local rows 2500 nz 7500 nz alloced 7500 mem 0., not using I-node routines [38] on-diagonal part: nz 7498 [38] off-diagonal part: nz 2 [39] Local rows 2500 nz 7499 nz alloced 7499 mem 0., not using I-node routines [39] on-diagonal part: nz 7498 [39] off-diagonal part: nz 1 Information on VecScatter used in matrix-vector product: PetscSF Object: 40 MPI processes type: basic [0] Number of roots=2500, leaves=1, remote ranks=1 [0] 0 <- (1,0) [1] Number of roots=2500, leaves=2, remote ranks=2 [1] 0 <- (0,2499) [1] 1 <- (2,0) [2] Number of roots=2500, leaves=2, remote ranks=2 [2] 0 <- (1,2499) [2] 1 <- (3,0) [3] Number of roots=2500, leaves=2, remote ranks=2 [3] 0 <- (2,2499) [3] 1 <- (4,0) [4] Number of roots=2500, leaves=2, remote ranks=2 [4] 0 <- (3,2499) [4] 1 <- (5,0) [5] Number of roots=2500, leaves=2, remote ranks=2 [5] 0 <- (4,2499) [5] 1 <- (6,0) [6] Number of roots=2500, leaves=2, remote ranks=2 [6] 0 <- (5,2499) [6] 1 <- (7,0) [7] Number of roots=2500, leaves=2, remote ranks=2 [7] 0 <- (6,2499) [7] 1 <- (8,0) [8] Number of roots=2500, leaves=2, remote ranks=2 [8] 0 <- (7,2499) [8] 1 <- (9,0) [9] Number of roots=2500, leaves=2, remote ranks=2 [9] 0 <- (8,2499) [9] 1 <- (10,0) [10] Number of roots=2500, leaves=2, remote ranks=2 [10] 0 <- (9,2499) [10] 1 <- (11,0) [11] Number of roots=2500, leaves=2, remote ranks=2 [11] 0 <- (10,2499) [11] 1 <- (12,0) [12] Number of roots=2500, leaves=2, remote ranks=2 [12] 0 <- (11,2499) [12] 1 <- (13,0) [13] Number of roots=2500, leaves=2, remote ranks=2 [13] 0 <- (12,2499) [13] 1 <- (14,0) [14] Number of roots=2500, leaves=2, remote ranks=2 [14] 0 <- (13,2499) [14] 1 <- (15,0) [15] Number of roots=2500, leaves=2, remote ranks=2 [15] 0 <- (14,2499) [15] 1 <- (16,0) [16] Number of roots=2500, leaves=2, remote ranks=2 [16] 0 <- (15,2499) [16] 1 <- (17,0) [17] Number of roots=2500, leaves=2, remote ranks=2 [17] 0 <- (16,2499) [17] 1 <- (18,0) [18] Number of roots=2500, leaves=2, remote ranks=2 [18] 0 <- (17,2499) [18] 1 <- (19,0) [19] Number of roots=2500, leaves=2, remote ranks=2 [19] 0 <- (18,2499) [19] 1 <- (20,0) [20] Number of roots=2500, leaves=2, remote ranks=2 [20] 0 <- (19,2499) [20] 1 <- (21,0) [21] Number of roots=2500, leaves=2, remote ranks=2 [21] 0 <- (20,2499) [21] 1 <- (22,0) [22] Number of roots=2500, leaves=2, remote ranks=2 [22] 0 <- (21,2499) [22] 1 <- (23,0) [23] Number of roots=2500, leaves=2, remote ranks=2 [23] 0 <- (22,2499) [23] 1 <- (24,0) [24] Number of roots=2500, leaves=2, remote ranks=2 [24] 0 <- (23,2499) [24] 1 <- (25,0) [25] Number of roots=2500, leaves=2, remote ranks=2 [25] 0 <- (24,2499) [25] 1 <- (26,0) [26] Number of roots=2500, leaves=2, remote ranks=2 [26] 0 <- (25,2499) [26] 1 <- (27,0) [27] Number of roots=2500, leaves=2, remote ranks=2 [27] 0 <- (26,2499) [27] 1 <- (28,0) [28] Number of roots=2500, leaves=2, remote ranks=2 [28] 0 <- (27,2499) [28] 1 <- (29,0) [29] Number of roots=2500, leaves=2, remote ranks=2 [29] 0 <- (28,2499) [29] 1 <- (30,0) [30] Number of roots=2500, leaves=2, remote ranks=2 [30] 0 <- (29,2499) [30] 1 <- (31,0) [31] Number of roots=2500, leaves=2, remote ranks=2 [31] 0 <- (30,2499) [31] 1 <- (32,0) [32] Number of roots=2500, leaves=2, remote ranks=2 [32] 0 <- (31,2499) [32] 1 <- (33,0) [33] Number of roots=2500, leaves=2, remote ranks=2 [33] 0 <- (32,2499) [33] 1 <- (34,0) [34] Number of roots=2500, leaves=2, remote ranks=2 [34] 0 <- (33,2499) [34] 1 <- (35,0) [35] Number of roots=2500, leaves=2, remote ranks=2 [35] 0 <- (34,2499) [35] 1 <- (36,0) [36] Number of roots=2500, leaves=2, remote ranks=2 [36] 0 <- (35,2499) [36] 1 <- (37,0) [37] Number of roots=2500, leaves=2, remote ranks=2 [37] 0 <- (36,2499) [37] 1 <- (38,0) [38] Number of roots=2500, leaves=2, remote ranks=2 [38] 0 <- (37,2499) [38] 1 <- (39,0) [39] Number of roots=2500, leaves=1, remote ranks=1 [39] 0 <- (38,2499) [0] Roots referenced by my leaves, by rank [0] 1: 1 edges [0] 0 <- 0 [1] Roots referenced by my leaves, by rank [1] 0: 1 edges [1] 0 <- 2499 [1] 2: 1 edges [1] 1 <- 0 [2] Roots referenced by my leaves, by rank [2] 1: 1 edges [2] 0 <- 2499 [2] 3: 1 edges [2] 1 <- 0 [3] Roots referenced by my leaves, by rank [3] 2: 1 edges [3] 0 <- 2499 [3] 4: 1 edges [3] 1 <- 0 [4] Roots referenced by my leaves, by rank [4] 3: 1 edges [4] 0 <- 2499 [4] 5: 1 edges [4] 1 <- 0 [5] Roots referenced by my leaves, by rank [5] 4: 1 edges [5] 0 <- 2499 [5] 6: 1 edges [5] 1 <- 0 [6] Roots referenced by my leaves, by rank [6] 5: 1 edges [6] 0 <- 2499 [6] 7: 1 edges [6] 1 <- 0 [7] Roots referenced by my leaves, by rank [7] 6: 1 edges [7] 0 <- 2499 [7] 8: 1 edges [7] 1 <- 0 [8] Roots referenced by my leaves, by rank [8] 7: 1 edges [8] 0 <- 2499 [8] 9: 1 edges [8] 1 <- 0 [9] Roots referenced by my leaves, by rank [9] 8: 1 edges [9] 0 <- 2499 [9] 10: 1 edges [9] 1 <- 0 [10] Roots referenced by my leaves, by rank [10] 9: 1 edges [10] 0 <- 2499 [10] 11: 1 edges [10] 1 <- 0 [11] Roots referenced by my leaves, by rank [11] 10: 1 edges [11] 0 <- 2499 [11] 12: 1 edges [11] 1 <- 0 [12] Roots referenced by my leaves, by rank [12] 11: 1 edges [12] 0 <- 2499 [12] 13: 1 edges [12] 1 <- 0 [13] Roots referenced by my leaves, by rank [13] 12: 1 edges [13] 0 <- 2499 [13] 14: 1 edges [13] 1 <- 0 [14] Roots referenced by my leaves, by rank [14] 13: 1 edges [14] 0 <- 2499 [14] 15: 1 edges [14] 1 <- 0 [15] Roots referenced by my leaves, by rank [15] 14: 1 edges [15] 0 <- 2499 [15] 16: 1 edges [15] 1 <- 0 [16] Roots referenced by my leaves, by rank [16] 15: 1 edges [16] 0 <- 2499 [16] 17: 1 edges [16] 1 <- 0 [17] Roots referenced by my leaves, by rank [17] 16: 1 edges [17] 0 <- 2499 [17] 18: 1 edges [17] 1 <- 0 [18] Roots referenced by my leaves, by rank [18] 17: 1 edges [18] 0 <- 2499 [18] 19: 1 edges [18] 1 <- 0 [19] Roots referenced by my leaves, by rank [19] 18: 1 edges [19] 0 <- 2499 [19] 20: 1 edges [19] 1 <- 0 [20] Roots referenced by my leaves, by rank [20] 19: 1 edges [20] 0 <- 2499 [20] 21: 1 edges [20] 1 <- 0 [21] Roots referenced by my leaves, by rank [21] 20: 1 edges [21] 0 <- 2499 [21] 22: 1 edges [21] 1 <- 0 [22] Roots referenced by my leaves, by rank [22] 21: 1 edges [22] 0 <- 2499 [22] 23: 1 edges [22] 1 <- 0 [23] Roots referenced by my leaves, by rank [23] 22: 1 edges [23] 0 <- 2499 [23] 24: 1 edges [23] 1 <- 0 [24] Roots referenced by my leaves, by rank [24] 23: 1 edges [24] 0 <- 2499 [24] 25: 1 edges [24] 1 <- 0 [25] Roots referenced by my leaves, by rank [25] 24: 1 edges [25] 0 <- 2499 [25] 26: 1 edges [25] 1 <- 0 [26] Roots referenced by my leaves, by rank [26] 25: 1 edges [26] 0 <- 2499 [26] 27: 1 edges [26] 1 <- 0 [27] Roots referenced by my leaves, by rank [27] 26: 1 edges [27] 0 <- 2499 [27] 28: 1 edges [27] 1 <- 0 [28] Roots referenced by my leaves, by rank [28] 27: 1 edges [28] 0 <- 2499 [28] 29: 1 edges [28] 1 <- 0 [29] Roots referenced by my leaves, by rank [29] 28: 1 edges [29] 0 <- 2499 [29] 30: 1 edges [29] 1 <- 0 [30] Roots referenced by my leaves, by rank [30] 29: 1 edges [30] 0 <- 2499 [30] 31: 1 edges [30] 1 <- 0 [31] Roots referenced by my leaves, by rank [31] 30: 1 edges [31] 0 <- 2499 [31] 32: 1 edges [31] 1 <- 0 [32] Roots referenced by my leaves, by rank [32] 31: 1 edges [32] 0 <- 2499 [32] 33: 1 edges [32] 1 <- 0 [33] Roots referenced by my leaves, by rank [33] 32: 1 edges [33] 0 <- 2499 [33] 34: 1 edges [33] 1 <- 0 [34] Roots referenced by my leaves, by rank [34] 33: 1 edges [34] 0 <- 2499 [34] 35: 1 edges [34] 1 <- 0 [35] Roots referenced by my leaves, by rank [35] 34: 1 edges [35] 0 <- 2499 [35] 36: 1 edges [35] 1 <- 0 [36] Roots referenced by my leaves, by rank [36] 35: 1 edges [36] 0 <- 2499 [36] 37: 1 edges [36] 1 <- 0 [37] Roots referenced by my leaves, by rank [37] 36: 1 edges [37] 0 <- 2499 [37] 38: 1 edges [37] 1 <- 0 [38] Roots referenced by my leaves, by rank [38] 37: 1 edges [38] 0 <- 2499 [38] 39: 1 edges [38] 1 <- 0 [39] Roots referenced by my leaves, by rank [39] 38: 1 edges [39] 0 <- 2499 MultiSF sort=rank-order ====================================================================================== Resource Usage on 2024-07-24 09:34:31: Job Id: 121558351.gadi-pbs Project: y08 Exit Status: 0 Service Units: 0.07 NCPUs Requested: 40 NCPUs Used: 40 CPU Time Used: 00:00:36 Memory Requested: 8.0GB Memory Used: 4.59GB Walltime requested: 00:05:00 Walltime Used: 00:00:03 JobFS requested: 100.0MB JobFS used: 0B ======================================================================================