@ARTICLE{Sarigecili_Mehmet_Ilteris_Modified_2023, author={Sarigecili, Mehmet Ilteris and Akcali, Ibrahim Deniz}, volume={vol. 70}, number={No 1}, journal={Archive of Mechanical Engineering}, pages={63-83}, howpublished={online}, year={2023}, publisher={Polish Academy of Sciences, Committee on Machine Building}, abstract={In such applications as in the case of feeders in which a slider-crank mechanism equipped with a rotational spring on its crank is driven by a constant force and a lumped mass at the crank-connecting rod joint center, the slider is required to take on desired speeds and displacements. For this purpose, after obtaining and solving the dynamic model of the slider-crank mechanism, the output of this model is subjected to a modified Hooke-Jeeves method resulting in the development of a procedure for the optimization of selected set of operating parameters. The basic contribution involved in the so-called Hooke-Jeeves method is the procedure by which a cost-effective advancement towards a target optimum point is accomplished in a very short time. A user-friendly interface has also been constructed to support this procedure. The optimization procedure has been illustrated on a numerical example. The validation of the resulting dynamic model has also been demonstrated.}, type={Article accepted}, title={Modified Hooke-Jeeves optimization of operating parameters for required slider speeds and displacements in a feeder slider-crank mechanism}, URL={http://journals.pan.pl/Content/125265/PDF-MASTER/AME_2023_144072.pdf}, doi={10.24425/ame.2022.144072}, keywords={slider-crank, dynamic model, speed control, Hooke-Jeeves method, optimization}, }