What can i do with a mechanical engineering degree: The next Details I establish on SolidWorks Flow Simulation 2009 (Earlier COSMOS Floworks) Technical Reference guide inwards SolidWorks DVD, must useful for those who are trying to acquire or planning purchase COSMOS for at that topographic point applications uses.
What can i do with a mechanical engineering degree: With Flow Simulation it is possible to written report a broad arrive at of fluid menstruum in addition to oestrus transfer phenomena that include the following:
• External in addition to internal fluid flows
• Steady-state in addition to time-dependent fluid flows
• Compressible gas in addition to incompressible fluid flows
• Subsonic, transonic, in addition to supersonic gas flows
• Free, forced, in addition to mixed convection
• Fluid flows amongst boundary layers, including wall roughness effects
• Laminar in addition to turbulent fluid flows
• Multi-species fluids in addition to multi-component solids
• Heat conduction inwards fluid, venture in addition to porous media with/without conjugate oestrus transfer and/or contact oestrus resistance betwixt solids and/or radiations oestrus transfer betwixt opaque solids (some solids tin arrive at notice hold out considered transparent for radiation), and/or book (or surface) oestrus sources, e.g. due to Peltier effect, etc.
• Various types of thermal electrical conductivity inwards venture medium, i.e. isotropic, unidirectional, biaxial/axisymmetrical, in addition to orthotropic
• Fluid flows in addition to oestrus transfer inwards porous media
• Flows of non-Newtonian liquids
• Flows of compressible liquids
• Real gases
• Two-phase (fluid + particles) flows
What can i do with a mechanical engineering degree: • Equilibrium book condensation of H2O from steam in addition to its influence on fluid
flow in addition to oestrus transfer
• Relative humidity inwards gases in addition to mixtures of gases
• Fluid flows inwards models amongst moving/rotating surfaces and/or parts
• Cavitation inwards incompressible H2O flows
• Periodic boundary conditions.