Spreading Resistance in Layers
Thermal Vias
Natural Convection in Enclosures
Advanced Modelling of Low Reynolds Number
      Flow Heat Exchangers

Modeling Thermal Constriction Resistance
       of a Sphere - Layered Substrate in Elastic Contact

Power Electronics:TAPS
Heat Pipes
Circular Annular Fins
Plate Fins
Pin Fins
Optimization Routines
Heat Sinks: Plate Fins

Develop a natural convection model for plate fin, heat sinks with isothermal or isoflux boundary conditions
Incorporate non-isothermal fin effects
Include an inter-fin radiation model
Models are programmed in Maple, Mathematica, C and CGI for use as a PC-based tool or as an interactive WEB-based tool.
The heat sink geometry is specified using 6 geometric parameters, including fin spacing and thickness, baseplate thickness, fin height and length and the total number of fins.
Options are included for making the baseplate backing surface and the end surfaces active or inactive.
Heat sinks can be modeled in an arrangement where identical heat sinks are configured back-to-back, with symmetrical heating.
The heat sink is subdivided into an inner and outer region, where the inner region consists of a combination of boundary layer and fully developed flow and the outer region is composed of low Rayleigh flow conduction and boundary layer flow.
The various models are combined using an approach introduced by Churchill and Usagi for blending asymptotic solutions.