Upload
trinhnhu
View
219
Download
0
Embed Size (px)
Citation preview
AESA
Four Business Units:
• Engineering
• Manufacturing
• Construction
• Services
Presence in Argentina, Peru, Bolivia, Brazil, Uruguay.
Problem Description
• Location: Santa Cruz, Argentina.
• Secondary oil recovery by water injection
Water Treatment Plant for re-injection of water in oil well
Skimmer Tank:
– Flotation of oil droplets (discrete phase)
– Separation from water (continuous phase)
Goal: Achieve an acceptable residence time and
flow pattern
Problem Description (cont.)
Skimmer Tank: Simple / Low cost / Low maintenance
DESIGN OPTIMIZATION
Configuration of internals and inlet and outlet ducts
Inlet Outlet
Overflow Baffles
Methodology
• Initial geometry (Case 1)
• Alternative designs (Cases 2 - 3)
Comparation of these cases
Premise: Máx. ppm of oil in water outlet
Methodology
CFD:
• Flow patterns inside the tank
• Velocities
• Oil concentration in water outlet
• Oil particles and sand particles path
• Quantity of oil and sand escaping from each outlet
• Recirculation zones
Analysys
3. Set up ANSYS CFX
Two simulations:
• Resolution of tank fluid dynamics only with continuous
phase
– Single phase regime
– Turbulence model: Standard k-epsilon
– Stationary regime
– Incompressible fluid
– Isothermal
Analysys
• Resolution of the particles path (oil + sand) in the
continuous phase
– Transient regime
– Multiphase regime: Euler-Lagrange Model (particles and
water)
– One-way coupling
– Schiller-Neumann drag model
– No colision between particles
– No coalescence
– Indeformable particles
Analysys
Material properties (constant) :
– Water: temperature, density, viscosity.
– Oil and sand particles:
• 3 diameters (“Size 1” < “Size 2” < “Size 3”)
• Inlet concentrations
• Densities
• Oil viscosity.
Analysys
Boundary conditions:
– Inlet mass flow
– Outlet pressure
– Superior wall: overflow condition
• Continuous phase free slip
• Discrete phase absoption coefficient = 1
– Lateral walls/baffles: no roughness
• Continuous phase no slip
• Discrete phase perpendicular and parallel bounce
coefficients