[Bf-blender-cvs] [2cc7be3e490] master: Fluid: Removed fluid levelset argument from pressure solve

[Sebastián Barschkis]

Commit: 2cc7be3e4907a0f9ed508b278cae987b35b2f503
Author: Sebastián Barschkis
Date:   Wed Oct 14 00:25:32 2020 +0200
Branches: master
https://developer.blender.org/rB2cc7be3e4907a0f9ed508b278cae987b35b2f503

Fluid: Removed fluid levelset argument from pressure solve

It seems that this was causing the instabilities at slanted obstacles (with secondary boundary (fractional) collisions enabled) ...

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M	intern/mantaflow/intern/strings/liquid_script.h

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diff --git a/intern/mantaflow/intern/strings/liquid_script.h b/intern/mantaflow/intern/strings/liquid_script.h
index 71f55a1d336..6e78fce1d61 100644
--- a/intern/mantaflow/intern/strings/liquid_script.h
+++ b/intern/mantaflow/intern/strings/liquid_script.h
@@ -304,7 +304,7 @@ def liquid_step_$ID$():\n\
         PD_fluid_guiding(vel=vel_s$ID$, velT=velT_s$ID$, flags=flags_s$ID$, phi=phi_s$ID$, curv=curvature_s$ID$, surfTens=surfaceTension_s$ID$, fractions=fractions_s$ID$, weight=weightGuide_s$ID$, blurRadius=beta_sg$ID$, pressure=pressure_s$ID$, tau=tau_sg$ID$, sigma=sigma_sg$ID$, theta=theta_sg$ID$, zeroPressureFixing=domainClosed_s$ID$)\n\
     else:\n\
         mantaMsg('Pressure')\n\
-        solvePressure(flags=flags_s$ID$, vel=vel_s$ID$, pressure=pressure_s$ID$, phi=phi_s$ID$, curv=curvature_s$ID$, surfTens=surfaceTension_s$ID$, fractions=fractions_s$ID$, obvel=obvel_s$ID$ if using_fractions_s$ID$ else None, zeroPressureFixing=domainClosed_s$ID$)\n\
+        solvePressure(flags=flags_s$ID$, vel=vel_s$ID$, pressure=pressure_s$ID$, curv=curvature_s$ID$, surfTens=surfaceTension_s$ID$, fractions=fractions_s$ID$, obvel=obvel_s$ID$ if using_fractions_s$ID$ else None, zeroPressureFixing=domainClosed_s$ID$)\n\
     \n\
     extrapolateMACSimple(flags=flags_s$ID$, vel=vel_s$ID$, distance=4, intoObs=True if using_fractions_s$ID$ else False)\n\
     setWallBcs(flags=flags_s$ID$, vel=vel_s$ID$, obvel=None if using_fractions_s$ID$ else obvel_s$ID$, phiObs=phiObs_s$ID$, fractions=fractions_s$ID$)\n\