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How to Control Simulation Time and Timestep in LBM Analysis?

Incompressible Fluid Flow (LBM) analysis type is used to simulate the transient effects of external flow around objects using the Lattice Boltzmann method (LBM). This article answers the following questions regarding the simulation time and timestep in LBM Analysis:

  1. Can I control simulation time in LBM?
  2. Is it possible to control the simulation timestep in LBM?
Velocity contours of a district model
Figure 1: Transient fluid flow analysis (LBM) of a district model.


The short answer is,

  1. Yes, you can control the simulation time
  2. No, you cannot control the timestep

Please visit the documentation page to learn more about the LBM Analysis type. In addition, this page explains the simulation time and timestep in LBM.

1. Simulation Time

LBM is a transient (time-dependent) analysis. In other words, LBM analysis captures the transient behavior of the flow. In a time-dependent analysis, Simulation time defines how long a transient simulation runs in terms of time (counted in seconds).

How long should be the simulation time? You can define the simulation time with respect to the number of fluid passes.

end time defines the simulation time in an lbm analysis
Figure 2: You will find the end time under simulation control settings.

1.1 Number of Fluid Passes

In transient flow analysis, initial time steps are unsteady. During the initial stage, it is assumed that first fluid particles enter the domain, then leave it. After that, the next party comes and leaves the domain. During the early fluid passes, we expect the flow to get developed. We assume that flow reaches a steady-state in the final fluid pass. As a result, we can say that 3 fluid passes are sufficient to reach the developed flow. In conclusion, the number of fluid pass defines the simulation time.

number of fluid pass is a method to define simulation time in lbm analysis
Figure 3: Number of fluid passes helps to determine the simulation time.

1.2 How to Define Simulation Time

Calculate how long does it take a fluid particle to pass though the domain:

$$t_1 = \frac{L}{U} \tag{1}$$

where, \(t_1\) is the time requirement for 1 fluid pass, \(L\) is the length of fluid domain, and \(U\) is the speed of particle.

Multiply the number of fluid passes to find the total simulation time:

$$t_{total} = n\cdot \frac{L}{U} \tag{2}$$

where, \(t_{total}\) is the simulation time, and \(n\) is the number of fluid passes.

2. Simulation Timestep

Simulation timestep is the small-time intervals in a transient simulation. The user has no control over the timestep because a special algorithm in the LBM solver calculates the simulation timestep automatically.

Best Practices

Consider minimum 3 fluid passes in order to define the simulation time.

representation of flow development varying with the number of fluid passes
Figure 4: Development of the flow with respect to number of fluid passes.


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