Reply To: Fluent error

[s_singh2]

 

Yes, you are right sir. I have checked my udf and found out where error occur but i didn’t know how to solve it.
This is my finction (a part of udf)

DEFINE_ADJUST(area_density, domain)

{

    Thread *t;

    Thread **pt;

    cell_t c;

    Domain *pDomain = DOMAIN_SUB_DOMAIN(domain, 0);

    real voidx, voidy, voidz = 0;

    Message(“Entering DEFINE_ADJUST(area_density)…\n”);

    if (pDomain == NULL) {

        Message(“Error: Sub-domain P_PHASE not found.\n”);

        return;

    }

    Alloc_Storage_Vars(pDomain, SV_VOF_RG, SV_VOF_G, SV_NULL);

   

    Scalar_Reconstruction(pDomain, “vof”, SV_VOF, -1, SV_VOF_RG, NULL);

    Scalar_Derivatives(pDomain, “vof”, SV_VOF, -1, SV_VOF_G, SV_VOF_RG, Vof_Deriv_Accumulate);

    Alloc_Storage_Vars(domain, SV_T_RG, SV_T_G, SV_NULL);

    T_derivatives(domain);

    Free_Storage_Vars(domain, SV_T_RG, SV_NULL);

    mp_thread_loop_c(t, domain, pt) {

        if (FLUID_THREAD_P(t)) {

            Thread *tp = pt[P_PHASE];

            begin_c_loop(c, t) {

                #if RP_3D

                C_UDMI(c, t, 0) = (C_VOF_G(c, tp)[0] * C_T_G(c, t)[0] + C_VOF_G(c, tp)[1] * C_T_G(c, t)[1] + C_VOF_G(c, tp)[2] * C_T_G(c, t)[2]);

                #endif

                #if RP_2D

                C_UDMI(c, t, 0) = (C_VOF_G(c, tp)[0] * C_T_G(c, t)[0] + C_VOF_G(c, tp)[1] * C_T_G(c, t)[1]);

                #endif

            }

            end_c_loop(c, t)

        }

    }

    Message(“Freeing storage variables…\n”);

    Free_Storage_Vars(pDomain, SV_VOF_RG, SV_VOF_G, SV_NULL);

    Free_Storage_Vars(domain, SV_T_G, SV_NULL);

    Message(“Exiting DEFINE_ADJUST(area_density)…\n”);

}

in this function error occurs in

 Scalar_Reconstruction(pDomain, “vof”, SV_VOF, -1, SV_VOF_RG, NULL);

 Scalar_Derivatives(pDomain, “vof”, SV_VOF, -1, SV_VOF_G, SV_VOF_RG, Vof_Deriv_Accumulate);
I also tried by putting "pressure-based" but result is same. I tried to search it but i didn't find an answer.
When I remove these two scalars then there is no error in calculation but my results are coming not accurate. Can you help me to solve this