论文信息 - Simplex optimization of the response from chemical systems

Simplex optimization of the response from chemical systems

Abstract An experiment design based on the simplex configuration offers an efficient approach to determining which levels of the controlling variables (or factors) give the maximum response from a system. This paper presents details for applying simplex optimization to chemical problems. A design matrix is given for locating the vertices of the initial simplex for up to 10 factors and a form is included for calculating the new points. A graphical technique is described for tlie two-factor case.

D. E. Long | Duane E. Long

[1] John W. Gorman,et al. Simplex Lattice Designs for Multicomponent Systems , 1962 .

[2] George E. P. Box,et al. The 2 k — p Fractional Factorial Designs Part II. , 1961 .

[3] S. Addelman. Orthogonal Main-Effect Plans for Asymmetrical Factorial Experiments , 1962 .

[4] G. R. Hext,et al. Sequential Application of Simplex Designs in Optimisation and Evolutionary Operation , 1962 .

[5] S. Addelman. Symmetrical and Asymmetrical Fractional Factorial Plans , 1962 .

[6] G. Box,et al. The Exploration and Exploitation of Response Surfaces: An Example of the Link between the Fitted Surface and the Basic Mechanism of the System , 1955 .

[7] G. Box. The Exploration and Exploitation of Response Surfaces: Some General Considerations and Examples , 1954 .

[8] J. S. Hunter,et al. The 2 k — p Fractional Factorial Designs , 1961 .