Mobirise

Core Technology

MOEBIUS is a complete multi-physics and multi-scale computational platform developed and validated over 20 years by CAE professionals. MOEBIUS leverages flexible and powerful Lattice Boltzmann and Discrete Element methods to natively couple physical realms

Capabilities

Define FLUIDS, PARTICLES, and SCALARS as actors of a scene called UNIVERSE and orchestrate them according to physical and user-defined rules. MOEBIUS provides time and space evolution giving access to a detailed quantification of its properties

Customization

Its unique architecture enables easy and fast configuration of any problem. Large set of customer-oriented templates are provided for consumption.
Models are simulated directly or compiled as libraries to be embedded in devices and third-party softwares

MULTI-SCALE COMPUTATIONS

· Access an infinite number of "Universes" corresponding to combinations of fluids, particles, bodies and scalars

· Physical coupling is defined through a database of customizable “user-defined rules”

FLUIDS

· Laminar and Turbulent Flows
· Porous Media
· Local Material Properties and Forcing
· Non-Newtonian Rheology
· Multi-Species Mixtures & Multi-Phase flows
· Heat Transport & Conjugate Heat Transfer
· Reacting Species
· ViscoElasticity
· Multi-levels Grid Resolution 

PARTICLES, MOLECULES, BODIES

· Aerosols, Droplets, Powders
· Emitters & Sprays
· Electrostatics
· Deformable bodies and Moving Parts
· Fluid Structure Interaction
· Biomolecules
· Proteins
· Organic and Inorganic Chemicals
· Poly-electrolytes, DNA and RNA
· Electro, Thermo and Chemophoresis

IMMERSED BODIES

· Solid structures interacting with the fluid environment in one and two-way coupling
· Dynamic fluid-surface exchange with deformable geometries
· Deformable cells in anatomical conduits, arteries and airways
· Blood cells: erythrocytes, leukocytes, platelets
· Solvation

MULTIPHASE

· Single and multicomponent systems
· Surface tension and disjoining pressure
· Coupling with heat transport
· Coupling with viscoelasticity
· Encapsulation of drugs and particles
· Droplet formation and coalescence

CHARGED SYSTEMS AND GENERIC SOLVER

· Electrostatic forces for Electrolytes, Electrophoresis, Electro-osmosis
· Dielectrophoresis
· Charged fluids in nano and microdevices
· Advection-diffusion-reaction scalars
· Permeable and semipermeable membranes

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