Added TODO_SINK comments.
The comments were written to map out what essential part are needed for resolving a system with graviating sink particles. No changes to the code itself.
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@@ -218,6 +218,14 @@ run_simulation(void)
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/* initialize random seed: */
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srand(312256655);
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//TODO_SINK. init_sink_particle()
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// Initialize the basic variables of the sink particle to a suitable initial value.
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// 1. Location of the particle
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// 2. Mass of the particle
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// (3. Velocity of the particle)
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// This at the level of Host in this case.
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// acUpdate_sink_particle() will do the similar trick to the device.
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/* Step the simulation */
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for (int i = 1; i < max_steps; ++i) {
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const AcReal umax = acReduceVec(RTYPE_MAX, VTXBUF_UUX, VTXBUF_UUY, VTXBUF_UUZ);
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@@ -228,7 +236,26 @@ run_simulation(void)
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loadForcingParamsToDevice(forcing_params);
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#endif
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//TODO_SINK acUpdate_sink_particle()
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// Update properties of the sing particle for acIntegrate(). Essentially:
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// 1. Location of the particle
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// 2. Mass of the particle
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// (3. Velocity of the particle)
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// These can be used for calculating he gravitational field.
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acIntegrate(dt);
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//TODO_SINK acAdvect_sink_particle()
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// THIS IS OPTIONAL. We will start from unmoving particle.
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// 1. Calculate the equation of motion for the sink particle.
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// NOTE: Might require embedding with acIntegrate(dt).
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//TODO_SINK acAccrete_sink_particle()
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// Calculate accretion of the sink particle from the surrounding medium
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// 1. Transfer density into sink particle mass
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// 2. Transfer momentum into sink particle
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// (OPTIONAL: Affection the motion of the particle)
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// NOTE: Might require embedding with acIntegrate(dt).
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// This is the hardest part. Please see Lee et al. ApJ 783 (2014) for reference.
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t_step += dt;
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