Regular simulation: ./Buildings_5.0.1_Buildings.Fluid.Examples.Performance.Example1v1 -abortSlowSimulation -alarm=480 LOG_SUCCESS | info | The initialization finished successfully with 4 homotopy steps. assert | debug | Solving non-linear system 1245 failed at time=4e-06. | | | | For more information please use -lv LOG_NLS. assert | debug | Solving non-linear system 1245 failed at time=1e-06. | | | | For more information please use -lv LOG_NLS. assert | debug | Solving non-linear system 1245 failed at time=2.5e-07. | | | | For more information please use -lv LOG_NLS. assert | debug | Solving non-linear system 1245 failed at time=6.25e-08. | | | | For more information please use -lv LOG_NLS. assert | debug | Solving non-linear system 1245 failed at time=1.5625e-08. | | | | For more information please use -lv LOG_NLS. assert | debug | Solving non-linear system 1245 failed at time=3.90625e-09. | | | | For more information please use -lv LOG_NLS. assert | debug | Solving non-linear system 1245 failed at time=9.765625e-10. | | | | For more information please use -lv LOG_NLS. assert | debug | Solving non-linear system 1245 failed at time=2.44140625e-10. | | | | For more information please use -lv LOG_NLS. assert | debug | division by zero at time 6.103515625e-11, (a=0) / (b=0), where divisor b expression is: hea.m_flow + val.res3.m_flow assert | debug | division by zero at time 1.52587890625e-11, (a=0) / (b=0), where divisor b expression is: hea.m_flow + val.res3.m_flow DASKR-- AT T (=R1) AND STEPSIZE H (=R2) THE In above, R1 = 0.0000000000000E+00 R2 = 3.8146972656250E-12 DASKR-- NONLINEAR SYSTEM SOLVER COULD NOT CONVERGE DASKR-- BECAUSE IRES WAS EQUAL TO MINUS ONE stdout | warning | A Modelica assert prevents the integrator to continue. For more information use -lv LOG_SOLVER stdout | warning | can't continue. time = 0.000000 assert | debug | division by zero at time 0, (a=0) / (b=0), where divisor b expression is: hea.m_flow + val.res3.m_flow assert | debug | division by zero at time 0, (a=0) / (b=0), where divisor b expression is: hea.m_flow + val.res3.m_flow