Context: In the following optimization definition, the structure should be designed so that the first four eigenfrequencies are as far away as possible from 150 Hz in order to avoid the resonance at this frequency. This is done by defining the first four eigenfrequencies as single design responses with TYPE = DYN_FREQ and applying the eigenfrequencies in the objective function using a min-max-formulation as follows: DRESP ID_NAME = eigenfrequency_1 DEF_TYPE = SYSTEM TYPE = DYN_FREQ LC_SET = MODAL, ALL, 1 END_ DRESP ID_NAME = eigenfrequency_2 DEF_TYPE = SYSTEM TYPE = DYN_FREQ LC_SET = MODAL, ALL, 2 END_ DRESP ID_NAME = eigenfrequency_3 DEF_TYPE = SYSTEM TYPE = DYN_FREQ LC_SET = MODAL, ALL, 3 END_ DRESP ID_NAME = eigenfrequency_4 DEF_TYPE = SYSTEM TYPE = DYN_FREQ LC_SET = MODAL, ALL, 4 END_ OBJ_FUNC DRESP = eigenfrequency_1, 1.0, 150.0 DRESP = eigenfrequency_2, 1.0, 150.0 DRESP = eigenfrequency_3, 1.0, 150.0 DRESP = eigenfrequency_4, 1.0, 150.0 TARGET = MINMAX END_ Define an Objective Function for a Band Gap Maximization in Tosca ANSA® environmentFor a band gap maximization with four eigenfrequencies there are four Design Responses needed, one for every eigenfrequency. Define an Objective Function for a Band Gap Maximization in Tosca Structure.guiDefine an Objective Function for a Band Gap Maximization in Tosca Extension for ANSYS® Workbench |