Encyclopedia

  • THERIAK-DOMINO (calculate equilibrium assemblages and equilibrium phase diagrams)

    The THERIAK-DOMINO Software is a program collection written by C. de Capitani to calculate equilibrium assemblages and equilibrium phase diagrams.  For details on the

  • SuperPro Designer

    SuperPro Designer facilitates modeling, evaluation and optimization of integrated processes in a wide range of industries (Pharmaceutical, Biotech, Specialty Chemical, Food, Consum

  • Sunrise Systems

    Sunrise Systems is a hi-tech engineering software company based in Cambridge. The company is dedicated to nothing but the highest quality PIPENET products. Flint Bridge Bu

  • Scandpower AS

    Scandpower AS is a privately owned international consulting company. The corporate office is located near Oslo, Norway. Subsidiaries and branch offices are found in four other Norw

  • Reaction Design

    Reaction Design of San Diego, California, USA, was founded in 1995 to provide software simulation and modeling tools to help process engineers create more efficient and environment

  • PenSim v2.0: Stand-alone Dynamic Simulator for Fed-Batch Penicillin Production(free)

    dynamic simulation of fed-batch penicillin production based on an unstructured model.

  • Pandat

    Pandat is a software package for calculating multicomponent phase diagrams. Pandat is a tool for engineers and scientists who use phase diagrams to make informed choices about allo

  • Packed Column Calculator

    The PackCol program performs hydraulic design and rating calculations for packed columns and towers. The design basis for new columns can be approach to flood, maximum capacity or

  • M-Base Company (material database systems and design software)

    M-Base Company,M-Base Engineering + Software GmbH was founded in 1993 by Dr. Erwin Baur and Christine Thiel, has 30 employees. Its team consists of engineers and software developer

  • General Algebraic Modeling System (GAMS, for mathematical programming problems)

    The General Algebraic Modeling System (GAMS) is specifically designed for modeling linear, nonlinear and mixed integer optimization problems. The system is especially useful with l

  • ERGUN 6.0: Modeling, Design and Expert Analysis of Fluidized Bed Systems

    ERGUN 6.0 is a computer program for design and analysis of "Fluidized Beds" and their peripherals. Different items, composing a fluid bed, canbe designed and studied sepa

  • ControlDraw

    ControlDraw allows hundreds of pages of diagrams to be kept in one file and related to each other through hierarchical models and spreadsheet table.  With ControlDraw

  • Chemstations

    Chemstations is a leading global supplier of process simulation software for the following process industries: Oil & Gas, Petrochemicals, Chemicals, and Fine Chemicals, includi

  • ChemSep

    ChemSep is a suite of programs for performing multicomponent separation process calculations on PC's. But it is much more than that: it contains ChemProp which can visualize fluid

  • ChemSage

    ChemSage is a direct descendant of the widely used SOLGASMIX Gibbs energy minimiser program developed by Dr. Gunnar Eriksson nearly 30 years ago. ChemSage was first released in 198

  • CCP12: High Performance Computing in Engineering (UK)

    Collaborative Computational Project 12 (CCP12) is an activity that is funded through the Engineering programmes within the Engineering and Physical Sciences Research Council (EPSRC

  • ASCEND

    ASCEND stands for Advanced System for Computaions in ENgineering Design. ASCEND I was developed in 1978 -1982. The primary use of ASCEND to date has been as a research too

  • METSIM

    METSIM is a general-purpose process simulation system designed to assist the engineer in performing mass and energy balances of complex processes. METSIM originated as a m

  • Chemical Online

  • FEATFLOW (software for Finite Element method and Computational Fluid Dynamics)

    FEAT2D/FEAT3D, the "older" basic progam packages, which contain all necessary FEM ingredients for the numerical solution of partial differential equations by the finite e

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