Challenge

Week 4.2: Project Transient simulation of flow over a throttle body

OBJECTIVE:

To run a transient simulation over the throttle body.

THEORY:

The throttle body, regulates the flow of fluid through constricition. This mechanism has diverse applications in engineering systems, where control over power output is crucial. In this simulation we run a transient simulation, where we shall be considering the effects of accumulation, and we shall be computing the time, it takes for the system to return in a steady state.

SETUP:

3D geometry used for simulation.

STL file of the model in converge studio.

Mesh used for simulation, showing fixed embedding around the throttle body.

Application Type

Time-based

MATERIALS:

1. Gas simulation

Standard

2. Global Transport Parameters

Standard

3. Reaction Mechanism

Standard

SOLUTION PARAMETERS

1. Run Parameters

Steady-state monitor:

Transient no hydrodynamic solver>Full hydrodynamic>Compressible

2. Simulation time parameters

3. Solver parameters

Navis-stokes solver scheme: PISO

Navis-stokes solver type: pressure-based

BOUNDARY CONDITIONS

1. Inlet

2. Outlet

3. Elbow-wall

4. Throttle

From this part of the throttle, we measure the arc radius or by triangle normal to know the angle of rotation

File created for the rotation of the throttle in the required direction.

INITIAL CONDITIONS AND EVENTS

1. Regions and initialization

PHYSICAL MODELS

RNG- k-epsilon

GRID CONTROL

1. Base mesh

dx = 2e-3m, dy = 2e-3m and dz = 2e-3m

2. Fixed embedding

OUTPUT/POST-PROCESSING

1. Post variable selection

Standard

2. Output files:

RESULTS:

Pressure contour

Velocity

Link for animations

https://www.youtube.com/watch?v=ZuygYmUUF2s

Plots of flow variables

CONCLUSIONS:

1. We can the prominent formation of the wake region, in the aft part of the plate, we also see prominent flow seperation.

2. We see an increased conversion of kinetic energy to pressure energy.

3. Due to the movement in the throttle pertubation can be seen in the cell count.

4. Due to increased pressure gradients, because of obstruction of the plate, mass flow increases at the outlet.

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