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Two influential operating parameters, i.e. temperature and ethanol:vinasse (w/w) ratio of the precipitation, were optimized by a simplex method.
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In this method, phase-space distributions at the extraction channel of the synchrotron were modeled with 8 parameters, and the best parameters were determined so as to minimize a difference between the calculated and measured beam profiles by using a simplex method.
A linear time-domain hydrodynamic program is used in order to simulate the device motion, while the optimization problem is solved by means of a simplex method.
Kinetic and transport parameters are estimated by minimizing the sum-of-squares error between the model and experimental measurements using a simplex method.
Then, a simplex method is used to perform the optimization with initial value in.
First, a simplex method was developed to optimize the sensitivity of an evaporative light scattering detector.
The models were fit so as to maximize LLE for each subject individually using a simplex method.
At each node in the branch, the problem is decomposed by a modified Dantzig and Wolfe (1960) into sub-problems, one for each ship, and then solved by a modified Simplex method as indicated by the algorithm.
New group interaction parameters were determined by using a modified Simplex method, minimizing a composition-based objective function.
Both non-linear optimization problems with constraints are solved by the downhill simplex method including a penalty function.
Then an LP model can be established and solved by the simplex method.
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