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/ integrate / _odepack.pypy3-71-x86_64-linux-gnu.so
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number of equations or a scalar. Error constructing absolute tolerance Error converting absolute tolerance. Error constructing critical times. Extra arguments must be in a tuple The function and its Jacobian must be callable functions. Initial condition y0 must be one-dimensional. Output times t must be one-dimensional. N{s:N,s:N,s:N,s:N,s:N,s:N,s:N,s:N,s:i,s:i,s:i,s:N}i numpy.core.multiarray failed to import _ARRAY_API is not PyCapsule object module compiled against ABI version 0x%x but this version of numpy is 0x%x module compiled against API version 0x%x but this version of numpy is 0x%x FATAL: module compiled as unknown endian FATAL: module compiled as little endian, but detected different endianness at runtime can't initialize module odepack banded Incorrect value for jt Incorrect value for mxordn Incorrect value for mxords OOO|OOiiiiOOOdddiiiiii tcur hu mused leniw lenrw imxer nqu nje nfe nst tsw tolsf Ni numpy.core.multiarray _ARRAY_API _ARRAY_API not found _ARRAY_API is NULL pointer 1.9 __version__ odepack.error y0 args Dfun col_deriv ml mu full_output rtol atol tcrit h0 hmax hmin ixpr mxstep mxhnil tfirst _odepack odeint J P> g < lsoda-- warning.. rwork length is sufficient for now, but may not be later. integration will proceed anyway. 2 length needed is lenrw = i1, while lrw = i2. h lsoda-- warning.. iwork length is sufficient for now, but length needed is leniw = i1, while liw = i2. e lsoda-- warning..internal t (=r1) and h (=r2) are such that in the machine, t + h = t on the next step (h = step size). solver will continue anyway f lsoda-- above warning has been issued i1 times. it will not be issued again for this problem i lsoda-- a switch to the bdf (stiff) method has occurred j lsoda-- a switch to the adams (nonstiff) method has occurredk at t = r1, tentative step size h = r2, step nst = i1 - lsoda-- repeated calls with istate = 1 and tout = t (=r1) lsoda-- at t (=r1), ewt(i1) has become r2 .le. 0. lsoda-- at t (=r1), too much accuracy requested for precision of machine.. see tolsf (=r2) lsoda-- at t(=r1) and step size h(=r2), the error test failed repeatedly or with abs(h) = hmin lsoda-- at t (=r1) and step size h (=r2), the corrector convergence failed repeatedly or with abs(h) = hmin lsoda-- at current t(=r1), rwork length too small to proceed. the integration was otherwise successful. lsoda-- at current t(=r1), iwork length too smalllsoda-- istate (=i1) illegal lsoda-- itask (=i1) illegal lsoda-- istate .gt. 1 but lsoda not initialized lsoda-- neq (=i1) .lt. 1 lsoda-- istate = 3 and neq increased (i1 to i2) lsoda-- itol (=i1) illegal lsoda-- iopt (=i1) illegal lsoda-- jt (=i1) illegal lsoda-- ml (=i1) illegal.. .lt.0 or .ge.neq (=i2)
lsoda-- mu (=i1) illegal.. .lt.0 or .ge.neq (=i2) lsoda-- ixpr (=i1) illegal lsoda-- mxstep (=i1) .lt. 0
lsoda-- mxhnil (=i1) .lt. 0 ( lsoda-- tout (=r1) behind t (=r2) integration direction is given by h0 (=r1) lsoda-- hmax (=r1) .lt. 0.0 lsoda-- hmin (=r1) .lt. 0.0 lsoda-- rwork length needed, lenrw (=i1), exceeds lrw (=i2) lsoda-- iwork length needed, leniw (=i1), exceeds liw (=i2) lsoda-- rtol(i1) is r1 .lt. 0.0 lsoda-- atol(i1) is r1 .lt. 0.0 lsoda-- ewt(i1) is r1 .le. 0.0 lsoda-- tout (=r1) too close to t(=r2) to start integration lsoda-- itask = i1 and tout (=r1) behind tcur - hu (= r2) lsoda-- itask = 4 or 5 and tcrit (=r1) behind tcur (=r2) lsoda-- itask = 4 or 5 and tcrit (=r1) behind tout (=r2) lsoda-- at start of problem, too much accuracy requested for precision of machine.. see tolsf (=r1) lsoda-- trouble from intdy. itask = i1, tout = r1 lsoda-- mxordn (=i1) .lt. 0 lsoda-- mxords (=i1) .lt. 0 . lsoda-- repeated occurrences of illegal input / lsoda-- run aborted.. apparent infinite loop MbP? ?333333? Y@{Gz? i@ @ @@ N ?ffffff???ffffff? ??333333??333333???UUUUUU? @ ?ư> @?? @ffffff? @ ?rZ|
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