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  "suites" : [
    {
      "cases" : [
        {
          "testActions" : [
            
          ],
          "age" : 0,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : None,
          "errorStackTrace" : None,
          "failedSince" : 0,
          "flakyFailures" : [
            
          ],
          "name" : "Example-AMR ERROR",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "PASSED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-AMR \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Coarse mesh\u000a| Cons\u000a...[truncated 2068 chars]...\u000ay file mismip.outbin not found\u000a\u000a|    This typically results from an error encountered during the simulation\u000a|    Please check for error messages above or in the outlog\u000a| =========================================================================\u000a\u000a\u000a| Error in loadresultsfromcluster (line 48)\u000a| md=loadresultsfromdisk(md,d.miscellaneous.name '.outbin']);\u000a\u000a| Error in solve (line 210)\u000a| md=loadresultsfromcluster(md);\u000a\u000a| Error in runme (line 65)\u000a| \u0009md=solve(md,'Transient');FAILURE\u000a+++ exit code: 0\u000a\u000a    "
        },
        {
          "testActions" : [
            
          ],
          "age" : 2,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : "Script Error",
          "errorStackTrace" : "",
          "failedSince" : 1376,
          "flakyFailures" : [
            
          ],
          "name" : "Example-AMR FAILURE",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "FAILED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-AMR \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Coarse mesh\u000a| Construction of a mesh from a given geometry\u000a|    Step 2: Parameterization\u000a|       boundary conditions for stressbalance model: spc set as zero\u000a|       no smb.mass_balance specified: values set as zero\u000a|       no basalforcings.groundedice_melting_rate specified: values set as zero\u000a|       no basalforcings.floatingice_melting_rate specified: values set as zero\u000a|       no balancethickness.thickening_rate specified: values set as zero\u000a|       no thermal boundary conditions created: no observed temperature found\u000a|    Step 3: Solve!\u000a| checking model consistency\u000a| marshalling file /Users/jenkins/workspace/macOS-Silicon-Examples//execution/mismip-06-30-2026-05-11-55-60851/mismip.bin\u000a| launching solution sequence\u000a\u000a| ───────────────────────────────────────────────────────────────────\u000a| Ice-sheet and Sea-level System Model (ISSM) version 2026.2\u000a|           GitHub: https://github.com/ISSMteam/ISSM/\u000a|    Documentation: https://issmteam.github.io/ISSM-Documentation/\u000a| ───────────────────────────────────────────────────────────────────\u000a| call computational core:\u000a| iteration 1/500  time [yr]: 1.00 (time step: 1.00)\u000a|    computing smb \u000a|    computing new velocity\u000a|    computing basal mass balance\u000a|    computing mass transport\u000a\u000a| [0] ??? Error using ==> ./analyses/MasstransportAnalysis.cpp:720\u000a| [0] CreatePVectorCG error message: Assertion \"connectedtoocean_input\" failed, please report bug at https://github.com/ISSMteam/ISSM/\u000a\u000a\u000a| [1] ??? Error using ==> ./analyses/MasstransportAnalysis.cpp:720\u000a| [1] CreatePVectorCG error message: Assertion \"connectedtoocean_input\" failed, please report bug at https://github.com/ISSMteam/ISSM/\u000a\u000a| loading results from cluster\u000a| [Warning: Could not copy\u000a| /Users/jenkins/workspace/macOS-Silicon-Examples//execution/mismip-06-30-2026-05-11-55-60851//mismip.outbin] \u000a| [> In issmscpin (line 22)\u000a| In generic/Download (line 328)\u000a| In loadresultsfromcluster (line 45)\u000a| In solve (line 210)\u000a| In runme (line 65)] \u000a| Error using loadresultsfromdisk\u000a\u000a| =========================================================================\u000a|    Binary file mismip.outbin not found\u000a\u000a|    This typically results from an error encountered during the simulation\u000a|    Please check for error messages above or in the outlog\u000a| =========================================================================\u000a\u000a\u000a| Error in loadresultsfromcluster (line 48)\u000a| md=loadresultsfromdisk(md,d.miscellaneous.name '.outbin']);\u000a\u000a| Error in solve (line 210)\u000a| md=loadresultsfromcluster(md);\u000a\u000a| Error in runme (line 65)\u000a| \u0009md=solve(md,'Transient');FAILURE\u000a+++ exit code: 0\u000a\u000a    "
        },
        {
          "testActions" : [
            
          ],
          "age" : 0,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : None,
          "errorStackTrace" : None,
          "failedSince" : 0,
          "flakyFailures" : [
            
          ],
          "name" : "Example-EsaGRACE ERROR",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "PASSED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-EsaGRACE \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Global mesh c\u000a...[truncated 3663 chars]...\u000a:-ksp_type value: preonly source: code\u000a| Option left: name:-mat_mumps_icntl_14 value: 120 source: code\u000a| Option left: name:-mat_mumps_icntl_28 value: 2 source: code\u000a| Option left: name:-mat_mumps_icntl_29 value: 2 source: code\u000a| Option left: name:-mat_type value: mpiaij source: code\u000a| Option left: name:-pc_factor_mat_solver_type value: mumps source: code\u000a| Option left: name:-pc_type value: lu source: code\u000a| loading results from cluster\u000a|    Step 5: Plot solutions\u000a| SUCCESS\u000a+++ exit code: 0\u000a\u000a    "
        },
        {
          "testActions" : [
            
          ],
          "age" : 0,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : None,
          "errorStackTrace" : None,
          "failedSince" : 0,
          "flakyFailures" : [
            
          ],
          "name" : "Example-EsaGRACE FAILURE",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "PASSED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-EsaGRACE \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Global mesh c\u000a...[truncated 3663 chars]...\u000a:-ksp_type value: preonly source: code\u000a| Option left: name:-mat_mumps_icntl_14 value: 120 source: code\u000a| Option left: name:-mat_mumps_icntl_28 value: 2 source: code\u000a| Option left: name:-mat_mumps_icntl_29 value: 2 source: code\u000a| Option left: name:-mat_type value: mpiaij source: code\u000a| Option left: name:-pc_factor_mat_solver_type value: mumps source: code\u000a| Option left: name:-pc_type value: lu source: code\u000a| loading results from cluster\u000a|    Step 5: Plot solutions\u000a| SUCCESS\u000a+++ exit code: 0\u000a\u000a    "
        },
        {
          "testActions" : [
            
          ],
          "age" : 0,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : None,
          "errorStackTrace" : None,
          "failedSince" : 0,
          "flakyFailures" : [
            
          ],
          "name" : "Example-EsaWahr ERROR",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "PASSED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-EsaWahr \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Mesh creation\u000a\u000a...[truncated 2200 chars]...\u000amps_icntl_14 value: 120 source: code\u000a| Option left: name:-mat_mumps_icntl_28 value: 2 source: code\u000a| Option left: name:-mat_mumps_icntl_29 value: 2 source: code\u000a| Option left: name:-mat_type value: mpiaij source: code\u000a| Option left: name:-pc_factor_mat_solver_type value: mumps source: code\u000a| Option left: name:-pc_type value: lu source: code\u000a| loading results from cluster\u000a|    Step 6: Plot solutions\u000a|    Step 7: Compare results against Wahr semi-analytic solutions\u000a| SUCCESS\u000a+++ exit code: 0\u000a\u000a    "
        },
        {
          "testActions" : [
            
          ],
          "age" : 0,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : None,
          "errorStackTrace" : None,
          "failedSince" : 0,
          "flakyFailures" : [
            
          ],
          "name" : "Example-EsaWahr FAILURE",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "PASSED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-EsaWahr \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Mesh creation\u000a\u000a...[truncated 2200 chars]...\u000amps_icntl_14 value: 120 source: code\u000a| Option left: name:-mat_mumps_icntl_28 value: 2 source: code\u000a| Option left: name:-mat_mumps_icntl_29 value: 2 source: code\u000a| Option left: name:-mat_type value: mpiaij source: code\u000a| Option left: name:-pc_factor_mat_solver_type value: mumps source: code\u000a| Option left: name:-pc_type value: lu source: code\u000a| loading results from cluster\u000a|    Step 6: Plot solutions\u000a|    Step 7: Compare results against Wahr semi-analytic solutions\u000a| SUCCESS\u000a+++ exit code: 0\u000a\u000a    "
        },
        {
          "testActions" : [
            
          ],
          "age" : 0,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : None,
          "errorStackTrace" : None,
          "failedSince" : 0,
          "flakyFailures" : [
            
          ],
          "name" : "Example-Greenland ERROR",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "PASSED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-Greenland \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Mesh creatio\u000a...[truncated 24208 chars]...\u000aISEgreenland.outbin not found\u000a\u000a|    This typically results from an error encountered during the simulation\u000a|    Please check for error messages above or in the outlog\u000a| =========================================================================\u000a\u000a\u000a| Error in loadresultsfromcluster (line 48)\u000a| md=loadresultsfromdisk(md,d.miscellaneous.name '.outbin']);\u000a\u000a| Error in solve (line 210)\u000a| md=loadresultsfromcluster(md);\u000a\u000a| Error in runme (line 111)\u000a| \u0009md=solve(md,'Transient');FAILURE\u000a+++ exit code: 0\u000a\u000a    "
        },
        {
          "testActions" : [
            
          ],
          "age" : 2,
          "className" : "ISSM Test Suite",
          "duration" : 0.0,
          "errorDetails" : "Script Error",
          "errorStackTrace" : "",
          "failedSince" : 1376,
          "flakyFailures" : [
            
          ],
          "name" : "Example-Greenland FAILURE",
          "properties" : {
            
          },
          "rerunFailures" : [
            
          ],
          "skipped" : False,
          "skippedMessage" : None,
          "status" : "FAILED",
          "stderr" : None,
          "stdout" : "\u000a\u000a\u000a+++ Running case: Example-Greenland \u000a+++ working dir: /Users/jenkins/workspace/macOS-Silicon-Examples/nightlylog\u000a\u000a|                             < M A T L A B (R) >\u000a|                   Copyright 1984-2023 The MathWorks, Inc.\u000a|               R2023b Update 6 (23.2.0.2485118) 64-bit (maca64)\u000a|                              December 28, 2023\u000a\u000a|  \u000a| To get started, type doc.\u000a| For product information, visit www.mathworks.com.\u000a|  \u000a\u000a|   ISSM development path correctly loaded\u000a\u000a|    Step 1: Mesh creation\u000a| Anisotropic mesh adaptation\u000a| WARNING: mesh present but no geometry found. Reconstructing...\u000a|    new number of triangles = 6364\u000a|    Step 2: Parameterization\u000a|    Loading SeaRISE data from NetCDF\u000a|    Interpolating surface and bedrock\u000a|    Constructing thickness\u000a|    Interpolating velocities \u000a|    Interpolating temperatures\u000a|    Interpolating surface mass balance\u000a|    Construct basal friction parameters\u000a|    Construct ice rheological properties\u000a| [Warning: paterson is outdated, please consider using cuffey instead] \u000a| [> In paterson (line 10)\u000a| In TemporaryParameterFile64101 (line 54)\u000a| In parameterize (line 29)\u000a| In runme (line 41)] \u000a|    Set other boundary conditions\u000a|    Set geothermal heat flux\u000a|    Set Pressure\u000a|    Single point constraints\u000a|    Step 3: Control method friction\u000a| checking model consistency\u000a| INFO: the outlog will look better if only md.verbose.control is turned on\u000a| marshalling file /Users/jenkins/workspace/macOS-Silicon-Examples//execution/SeaRISEgreenland-06-30-2026-05-12-54-64101/SeaRISEgreenland.bin\u000a| launching solution sequence\u000a\u000a| ───────────────────────────────────────────────────────────────────\u000a| Ice-sheet and Sea-level System Model (ISSM) version 2026.2\u000a|           GitHub: https://github.com/ISSMteam/ISSM/\u000a|    Documentation: https://issmteam.github.io/ISSM-Documentation/\u000a| ───────────────────────────────────────────────────────────────────\u000a| call computational core:\u000a|    preparing initial solution\u000a\u000a|        x       |  Cost function f(x)  |  List of contributions\u000a| ====================== step 1/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     57224.29  |       7295.477     49928.81  4.50625e-32\u000a|  x =         1 | f(x) =     48746.04  |       3599.447     45146.54   0.05279271\u000a| ====================== step 2/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     48742.38  |       3596.285     45146.05   0.05279271\u000a|  x =         1 | f(x) =     45647.91  |       2718.953     42928.83    0.1197843\u000a| ====================== step 3/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     45671.31  |       2742.747     42928.44    0.1197843\u000a|  x =         1 | f(x) =     45232.67  |       2698.813     42533.72    0.1369708\u000a|  x =  0.381966 | f(x) =        45379  |       2603.929     42774.95    0.1236372\u000a|  x =  0.618034 | f(x) =      45330.6  |       2648.425     42682.04    0.1276943\u000a|  x =  0.763932 | f(x) =     45296.76  |       2671.065     42625.56     0.130842\u000a|  x =  0.854102 | f(x) =     45276.86  |       2686.467     42590.26    0.1330319\u000a|  x =   0.90983 | f(x) =     45264.68  |       2696.086     42568.46    0.1344787\u000a| ====================== step 4/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     45240.36  |       2706.494     42533.73    0.1369708\u000a|  x =         1 | f(x) =     43859.84  |       2340.536     41519.12    0.1890024\u000a| ====================== step 5/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     43852.25  |       2334.282     41517.78    0.1890024\u000a|  x =         1 | f(x) =     42920.97  |       2083.961     40836.77    0.2369752\u000a| ====================== step 6/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =      42920.9  |       2084.991     40835.67    0.2369752\u000a|  x =         1 | f(x) =     40460.25  |       1899.183     38560.58    0.4824762\u000a| ====================== step 7/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     40534.33  |        1973.32     38560.53    0.4824762\u000a|  x =         1 | f(x) =     40130.78  |       1639.919     38490.36    0.4956304\u000a|  x =  0.381966 | f(x) =     40164.85  |        1630.76      38533.6    0.4858795\u000a|  x =  0.618034 | f(x) =      40134.1  |       1616.635     38516.98    0.4889848\u000a|  x =  0.763932 | f(x) =     40129.15  |       1621.843     38506.82    0.4912867\u000a|  x =  0.758239 | f(x) =     40130.73  |       1622.982     38507.26    0.4911914\u000a|  x =  0.854102 | f(x) =     40130.59  |       1629.589      38500.5    0.4928555\u000a| ====================== step 8/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     40131.86  |       1624.501     38506.87    0.4912867\u000a|  x =         1 | f(x) =     39672.04  |       1494.393      38177.1    0.5404335\u000a| ====================== step 9/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     39669.91  |       1492.656     38176.71    0.5404335\u000a|  x =         1 | f(x) =     39036.52  |       1397.035     37638.85    0.6393392\u000a| ====================== step 10/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =      39035.7  |       1396.818     37638.25    0.6393392\u000a|  x =         1 | f(x) =     38160.75  |       1434.238     36725.68    0.8373965\u000a| ====================== step 11/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     38179.53  |       1453.779     36724.91    0.8373965\u000a|  x =         1 | f(x) =     38018.08  |       1362.899     36654.32    0.8555446\u000a|  x =  0.381966 | f(x) =      38006.1  |       1307.638     36697.62    0.8434183\u000a|  x =  0.618034 | f(x) =     37998.93  |       1317.255     36680.83    0.8476997\u000a|  x =  0.763932 | f(x) =     38004.57  |       1333.041     36670.68    0.8505411\u000a|  x =  0.584017 | f(x) =     38003.78  |       1319.576     36683.36    0.8470667\u000a|  x =  0.671791 | f(x) =     38003.38  |       1325.402     36677.13    0.8487227\u000a| ====================== step 12/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     38003.23  |       1321.449     36680.93    0.8476997\u000a|  x =         1 | f(x) =     37727.49  |       1293.449     36433.13    0.9076876\u000a|  x =  0.381966 | f(x) =     37869.24  |       1283.536     36584.84    0.8699897\u000a|  x =  0.618034 | f(x) =     37802.75  |       1274.511     36527.36    0.8841192\u000a|  x =  0.763932 | f(x) =     37768.11  |       1276.053     36491.17    0.8930184\u000a|  x =  0.854102 | f(x) =     37752.74  |       1283.039     36468.81    0.8985822\u000a|  x =   0.90983 | f(x) =     37746.89  |       1290.972     36455.01    0.9020451\u000a| ====================== step 13/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     37738.53  |       1304.491     36433.13    0.9076876\u000a|  x =         1 | f(x) =     37608.99  |       1280.695     36327.36    0.9346133\u000a|  x =  0.381966 | f(x) =     37641.46  |       1248.416     36392.13    0.9173317\u000a|  x =  0.618034 | f(x) =     37620.76  |        1252.51     36367.33     0.923688\u000a|  x =  0.763932 | f(x) =     37614.37  |       1261.422     36352.02    0.9277676\u000a|  x =  0.881827 | f(x) =     37612.66  |       1272.045     36339.69    0.9311486\u000a|  x =  0.887712 | f(x) =     37615.16  |       1275.182     36339.04    0.9313194\u000a| ====================== step 14/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     37613.46  |       1285.195     36327.33    0.9346133\u000a|  x =         1 | f(x) =     37355.17  |       1208.508     36145.68    0.9832389\u000a|  x =  0.381966 | f(x) =     37500.75  |       1242.849     36256.94    0.9526516\u000a|  x =  0.618034 | f(x) =     37442.28  |       1226.401     36214.91    0.9641313\u000a|  x =  0.763932 | f(x) =      37405.8  |       1216.483     36188.34    0.9713527\u000a|  x =  0.854102 | f(x) =     37384.97  |       1212.095      36171.9    0.9758642\u000a|  x =   0.90983 | f(x) =     37373.35  |       1210.619     36161.75    0.9786708\u000a| ====================== step 15/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     37356.61  |       1209.966     36145.66    0.9832389\u000a|  x =         1 | f(x) =     36613.19  |       1249.983     35361.98     1.224813\u000a| ====================== step 16/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     36623.88  |        1261.34     35361.31     1.224813\u000a|  x =         1 | f(x) =     36401.35  |       1164.393      35235.7     1.266538\u000a|  x =  0.381966 | f(x) =     36489.07  |       1175.562     35312.27     1.239401\u000a|  x =  0.618034 | f(x) =     36453.02  |       1168.245     35283.53     1.249251\u000a|  x =  0.763932 | f(x) =     36430.52  |       1164.073     35265.19     1.255657\u000a|  x =  0.854102 | f(x) =     36417.31  |       1162.253      35253.8     1.259738\u000a|  x =   0.90983 | f(x) =     36409.76  |       1161.742     35246.75     1.262306\u000a| ====================== step 17/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     36399.92  |       1162.988     35235.67     1.266538\u000a|  x =         1 | f(x) =     36081.57  |       1104.425     34975.79     1.355818\u000a|  x =  0.381966 | f(x) =     36265.44  |       1130.355     35133.78     1.300359\u000a|  x =  0.618034 | f(x) =     36193.78  |        1118.27     35074.19     1.321301\u000a|  x =  0.763932 | f(x) =     36149.64  |       1111.819     35036.49     1.334295\u000a|  x =  0.854102 | f(x) =     36123.81  |       1109.421     35013.05     1.342444\u000a|  x =   0.90983 | f(x) =      36108.8  |       1108.926     34998.53     1.347525\u000a| ====================== step 18/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =      36085.3  |        1108.29     34975.65     1.355818\u000a|  x =         1 | f(x) =     35861.04  |       1112.461     34747.14     1.439384\u000a|  x =  0.381966 | f(x) =     35973.47  |       1088.485      34883.6      1.38831\u000a|  x =  0.618034 | f(x) =     35923.54  |       1091.585     34830.55     1.408119\u000a|  x =  0.763932 | f(x) =     35898.04  |       1098.771     34797.85     1.420145\u000a|  x =  0.854102 | f(x) =     35885.14  |       1105.568     34778.14     1.427447\u000a|  x =   0.90983 | f(x) =     35878.15  |       1110.654     34766.06     1.431986\u000a| ====================== step 19/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =      35865.5  |       1117.088     34746.98     1.439384\u000a|  x =         1 | f(x) =     35691.97  |       1044.544     34645.95     1.478277\u000a|  x =  0.381966 | f(x) =     35777.36  |       1070.548     34705.35     1.454006\u000a|  x =  0.618034 | f(x) =     35745.64  |       1059.757     34684.42     1.463117\u000a|  x =  0.763932 | f(x) =     35722.42  |       1051.185     34669.77     1.468843\u000a|  x =  0.854102 | f(x) =     35708.98  |       1046.983     34660.53      1.47242\u000a|  x =   0.90983 | f(x) =     35701.67  |       1045.394      34654.8     1.474647\u000a| ====================== step 20/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     35692.21  |        1044.82     34645.91     1.478277\u000a|  x =         1 | f(x) =     35217.83  |       1046.743     34169.41     1.677241\u000a| ====================== step 21/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     35220.09  |       1049.391     34169.02     1.677241\u000a|  x =         1 | f(x) =     35067.96  |       992.6728     34073.57     1.717358\u000a|  x =  0.381966 | f(x) =     35136.92  |        1009.81     34125.41     1.692094\u000a|  x =  0.618034 | f(x) =     35110.19  |       1001.714     34106.77     1.701565\u000a|  x =  0.763932 | f(x) =     35091.26  |       996.0861     34093.46     1.707529\u000a|  x =  0.854102 | f(x) =     35081.08  |       994.0872     34085.28     1.711257\u000a|  x =   0.90983 | f(x) =      35076.1  |       994.0574     34080.33     1.713578\u000a| ====================== step 22/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     35069.87  |        995.247     34072.91     1.717358\u000a|  x =         1 | f(x) =     34937.84  |       1020.937        33915      1.90029\u000a|  x =  0.381966 | f(x) =     34962.83  |       987.2311     33973.82     1.785839\u000a|  x =  0.618034 | f(x) =     34923.39  |       993.1615      33928.4     1.830988\u000a|  x =  0.763932 | f(x) =     34933.83  |       1002.578     33929.39     1.858955\u000a|  x =   0.63372 | f(x) =     34921.24  |       995.8724     33923.53     1.834066\u000a|  x =  0.668711 | f(x) =     34927.57  |       996.8291      33928.9     1.840966\u000a| ====================== step 23/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =      34922.2  |       995.6929     33924.67     1.834066\u000a|  x =         1 | f(x) =     34842.48  |       997.9163     33842.73     1.833677\u000a|  x =  0.381966 | f(x) =     34837.03  |       968.5171     33866.68     1.832157\u000a|  x =  0.618034 | f(x) =     34790.82  |       967.7175     33821.27      1.83186\u000a|  x =  0.763932 | f(x) =     34805.49  |       976.4819     33827.17     1.832178\u000a|  x =  0.626188 | f(x) =     34792.58  |       969.2797     33821.47     1.831865\u000a|  x =  0.527864 | f(x) =     34811.48  |       967.3939     33842.26     1.831895\u000a| ====================== step 24/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     34790.11  |       967.7752      33820.5      1.83186\u000a|  x =         1 | f(x) =     34566.78  |       1052.886      33511.9       2.0022\u000a|  x =  0.381966 | f(x) =     34665.54  |       983.5118     33680.14     1.895133\u000a|  x =  0.618034 | f(x) =     34623.62  |       1007.223     33614.46     1.935621\u000a|  x =  0.763932 | f(x) =     34602.07  |       1024.178     33575.93     1.960962\u000a|  x =  0.854102 | f(x) =     34591.82  |       1037.857     33551.98     1.976714\u000a|  x =   0.90983 | f(x) =     34586.29  |       1047.223     33537.09      1.98636\u000a| ====================== step 25/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =      34574.1  |       1059.303     33512.79       2.0022\u000a|  x =         1 | f(x) =     34405.89  |       969.5796     33434.27     2.039691\u000a|  x =  0.381966 | f(x) =     34489.79  |       1013.304     33474.47     2.016186\u000a|  x =  0.618034 | f(x) =     34465.94  |       1001.764     33462.15     2.025087\u000a|  x =  0.763932 | f(x) =     34442.25  |       989.0345     33451.19       2.0306\u000a|  x =  0.854102 | f(x) =     34426.12  |       979.8304     33444.26     2.034047\u000a|  x =   0.90983 | f(x) =      34415.9  |       973.7961     33440.06     2.036193\u000a| ====================== step 26/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     34402.24  |        966.073     33434.13     2.039691\u000a|  x =         1 | f(x) =     34305.54  |       945.7078     33357.76     2.076387\u000a|  x =  0.381966 | f(x) =      34339.7  |       934.8917     33402.76     2.053233\u000a|  x =  0.618034 | f(x) =     34319.84  |       930.8938     33386.89     2.061895\u000a|  x =  0.763932 | f(x) =     34310.68  |       932.7847     33375.83     2.067361\u000a|  x =  0.854102 | f(x) =     34309.39  |       938.5088     33368.81     2.070782\u000a|  x =  0.843757 | f(x) =     34311.97  |       940.6153     33369.29     2.070388\u000a| ====================== step 27/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     34314.13  |       954.2089     33357.84     2.076387\u000a|  x =         1 | f(x) =     34266.13  |       963.9261      33300.1     2.103467\u000a|  x =  0.381966 | f(x) =     34265.54  |       929.2117     33334.24     2.086236\u000a|  x =  0.618034 | f(x) =     34259.68  |       935.5789     33322.01      2.09264\u000a|  x =  0.763932 | f(x) =     34260.64  |       944.8733     33313.67     2.096718\u000a|  x =  0.650891 | f(x) =     34261.48  |       939.7097     33319.67      2.09355\u000a|  x =  0.527864 | f(x) =     34261.54  |       932.7804     33326.67     2.090166\u000a| ====================== step 28/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     34259.92  |       935.9462     33321.88      2.09264\u000a|  x =         1 | f(x) =     34204.14  |       991.9347     33210.06     2.148492\u000a|  x =  0.381966 | f(x) =     34204.97  |       925.0187     33277.84     2.113644\u000a|  x =  0.618034 | f(x) =      34186.4  |       930.8776     33253.39     2.126697\u000a|  x =  0.763932 | f(x) =     34186.01  |       947.2238     33236.65     2.134924\u000a|  x =  0.697656 | f(x) =     34190.77  |       946.0807     33242.56     2.131172\u000a|  x =  0.854102 | f(x) =     34195.61  |       967.0848     33226.39     2.140069\u000a| ====================== step 29/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     34196.94  |       959.8431     33234.96     2.134924\u000a|  x =         1 | f(x) =     34150.66  |       956.0945     33192.41     2.155747\u000a|  x =  0.381966 | f(x) =     34140.53  |       920.8301     33217.56       2.1424\u000a|  x =  0.618034 | f(x) =     34138.43  |       927.5063     33208.78     2.147316\u000a|  x =  0.763932 | f(x) =     34141.79  |       937.0807     33202.56     2.150466\u000a|  x =  0.553185 | f(x) =     34139.38  |        926.303     33210.94     2.145943\u000a|  x =  0.673762 | f(x) =     34139.87  |        931.445     33206.28     2.148509\u000a| ====================== step 30/30 ===============================\u000a|  x =         0 |    computing velocities\u000a|    computing adjoint\u000a|    saving results\u000a| f(x) =     34139.52  |        928.952     33208.42     2.147316\u000a|  x =         1 | f(x) =     34093.73  |       988.6171      33102.9     2.204941\u000a|  x =  0.381966 | f(x) =     34087.13  |       918.1906     33166.77     2.168707\u000a|  x =  0.618034 | f(x) =     34071.36  |       925.0287     33144.14     2.182308\u000a|  x =  0.763932 | f(x) =     34072.99  |       942.5368     33128.27     2.190868\u000a|  x =  0.663504 | f(x) =     34076.58  |        937.599      33136.8     2.184963\u000a|  x =  0.527864 | f(x) =     34079.02  |       926.1743     33150.66     2.177077\u000a|    preparing final solution\u000a|    computing new velocity\u000a| write lock file:\u000a\u000a|    FemModel initialization elapsed time:   0.017748\u000a|    Total Core solution elapsed time:       15.8137\u000a|    Linear solver elapsed time:             10.13   (64%)\u000a\u000a|    Total elapsed time: 0 hrs 0 min 15 sec\u000a| loading results from cluster\u000a|    Step 4: Transient run\u000a| checking model consistency\u000a| marshalling file /Users/jenkins/workspace/macOS-Silicon-Examples//execution/SeaRISEgreenland-06-30-2026-05-13-12-64101/SeaRISEgreenland.bin\u000a| launching solution sequence\u000a\u000a| ───────────────────────────────────────────────────────────────────\u000a| Ice-sheet and Sea-level System Model (ISSM) version 2026.2\u000a|           GitHub: https://github.com/ISSMteam/ISSM/\u000a|    Documentation: https://issmteam.github.io/ISSM-Documentation/\u000a| ───────────────────────────────────────────────────────────────────\u000a|    Input updates from constant\u000a|    Input updates from constant\u000a|    Renumbering degrees of freedom\u000a|    Renumbering degrees of freedom\u000a|    Renumbering degrees of freedom\u000a|    Renumbering degrees of freedom\u000a|    Renumbering degrees of freedom\u000a|    Renumbering degrees of freedom\u000a| call computational core:\u000a|    Updating Mmes\u000a| iteration 1/100  time [yr]: 0.20 (time step: 0.20)\u000a|    computing smb \u000a|    computing new velocity\u000a|    Updating constraints and active domain of analysis StressbalanceAnalysis for time: 0.2\u000a|    Get solution from inputs\u000a|    Reduce vector from g to f set\u000a|    Input updates from constant\u000a|    Updating inputs from solution for StressbalanceAnalysis\u000a|    Allocating matrices (Kff stiffness matrix size: 7416 x 7416)\u000a|    Assembling matrices\u000a|    Create nodal constraints\u000a|    Dirichlet lifting applied to load vector\u000a|    Solving matrix system\u000a\u000a|    solver residue: norm(KU-F)/norm(F)=2.07862e-16\u000a|    Merging solution vector from fset to gset\u000a|    checking convergence\u000a|    mechanical equilibrium convergence criterion   41.5975 > 1 %\u000a|    Convergence criterion: norm(du)/norm(u)        65.5735 > 10 %\u000a|    Convergence criterion: max(du)                 0.00018393\u000a|    Input updates from constant\u000a|    Updating inputs from solution for StressbalanceAnalysis\u000a|    number of unstable constraints: 0\u000a|    Allocating matrices (Kff stiffness matrix size: 7416 x 7416)\u000a|    Assembling matrices\u000a|    Create nodal constraints\u000a|    Dirichlet lifting applied to load vector\u000a|    Solving matrix system\u000a\u000a|    solver residue: norm(KU-F)/norm(F)=2.27196e-16\u000a|    Merging solution vector from fset to gset\u000a|    checking convergence\u000a|    mechanical equilibrium convergence criterion   4.32563 > 1 %\u000a|    Convergence criterion: norm(du)/norm(u)        7.5658 < 10 %\u000a|    Convergence criterion: max(du)                 1.07212e-05\u000a|    Input updates from constant\u000a|    Updating inputs from solution for StressbalanceAnalysis\u000a|    number of unstable constraints: 0\u000a|    Allocating matrices (Kff stiffness matrix size: 7416 x 7416)\u000a|    Assembling matrices\u000a|    Create nodal constraints\u000a|    Dirichlet lifting applied to load vector\u000a|    Solving matrix system\u000a\u000a|    solver residue: norm(KU-F)/norm(F)=2.1709e-16\u000a|    Merging solution vector from fset to gset\u000a|    checking convergence\u000a|    mechanical equilibrium convergence criterion   1.0665 > 1 %\u000a|    Convergence criterion: norm(du)/norm(u)        2.94217 < 10 %\u000a|    Convergence criterion: max(du)                 5.896e-06\u000a|    Input updates from constant\u000a|    Updating inputs from solution for StressbalanceAnalysis\u000a|    number of unstable constraints: 0\u000a|    Allocating matrices (Kff stiffness matrix size: 7416 x 7416)\u000a|    Assembling matrices\u000a|    Create nodal constraints\u000a|    Dirichlet lifting applied to load vector\u000a|    Solving matrix system\u000a\u000a|    solver residue: norm(KU-F)/norm(F)=2.29975e-16\u000a|    Merging solution vector from fset to gset\u000a|    checking convergence\u000a|    mechanical equilibrium convergence criterion   0.31678 < 1 %\u000a|    Convergence criterion: norm(du)/norm(u)        1.23578 < 10 %\u000a|    Convergence criterion: max(du)                 2.53123e-06\u000a|    Input updates from constant\u000a|    Updating inputs from solution for StressbalanceAnalysis\u000a|    number of unstable constraints: 0\u000a\u000a|    total number of iterations: 4\u000a|    computing basal mass balance\u000a|    computing mass transport\u000a|    Updating constraints and active domain of analysis MasstransportAnalysis for time: 0.2\u000a|    Allocating matrices (Kff stiffness matrix size: 3708 x 3708)\u000a|    Assembling matrices\u000a\u000a| [0] ??? Error using ==> \u000a| [1] ??? Error using ==> ./analyses/MasstransportAnalysis.cpp:720\u000a| [1] CreatePVectorCG./analyses/MasstransportAnalysis.cpp:720\u000a| [0] CreatePVectorCG error message: Assertion \"connectedtoocean_input\" failed, please report bug at https://github.com/ISSMteam/ISSM/\u000a\u000a|  error message: Assertion \"connectedtoocean_input\" failed, please report bug at https://github.com/ISSMteam/ISSM/\u000a\u000a| loading results from cluster\u000a| [Warning: Could not copy\u000a| /Users/jenkins/workspace/macOS-Silicon-Examples//execution/SeaRISEgreenland-06-30-2026-05-13-12-64101//SeaRISEgreenland.outbin] \u000a| [> In issmscpin (line 22)\u000a| In generic/Download (line 328)\u000a| In loadresultsfromcluster (line 45)\u000a| In solve (line 210)\u000a| In runme (line 111)] \u000a| Error using loadresultsfromdisk\u000a\u000a| =========================================================================\u000a|    Binary file SeaRISEgreenland.outbin not found\u000a\u000a|    This typically results from an error encountered during the simulation\u000a|    Please check for error messages above or in the outlog\u000a| =========================================================================\u000a\u000a\u000a| Error in loadresultsfromcluster (line 48)\u000a| md=loadresultsfromdisk(md,d.miscellaneous.name '.outbin']);\u000a\u000a| Error in solve (line 210)\u000a| md=loadresultsfromcluster(md);\u000a\u000a| Error in runme (line 111)\u000a| \u0009md=solve(md,'Transient');FAILURE\u000a+++ exit code: 0\u000a\u000a    "
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