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Description

For parameter estimation and experimental "Interactive software system."
indir.biz Editor: Parameter estimation and experimental design of dynamic systems based on interactive software systems:


open model function
Laplace
steady state systems
Ordinary Differential Equations (ODE)
differential equations (DAE)
one-dimensional, time-dependent partial differential equations (PDE)
one-dimensional, partial differential algebraic equations (PDAE)


experimental data from an appropriate criterion, ie, observation times and measurements, the measured data, the least squares minimum distance given in the computer which is connected in the process of dynamic systems solutions. One-dimensional partial differential equations that describe the various shock waves in hyperbolic ones are allowed. Advection, diffusion, transport, or the relevant equations can be solved by non-oscillatory discretization schemes successful, non-permanent or even initial boundary conditions.


Statistical analysis estimated parameters, provides confidence intervals for correlation and covariance matrix, estimation of parameters for determining the level of importance, and optimal experimental design. A byproduct, curves and surfaces are appropriate.


Software running under MS Windows Vista or XP and a version for Windows 2K or earlier is available on request. Algebraic equations models only, see EASY-FIT-based Express. Any nonlinear function in question is non-linear restrictions, see EASY-OPT Express to minimize. In both cases, a free download is available. EASY-FIT 5.0 now free to download ModelDesign can do.

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