2021.1
Discover HyperMesh functionality with interactive tutorials.
Learn about HyperMesh analysis procedures in these tutorials.
In this tutorial you will work with Kinematic Draping
View new features for HyperMesh 2021.1.
Learn the basics and discover the workspace.
Learn how to access and download required tutorial files.
Learn the basics of HyperMesh in these tutorials.
Learn about the geometry of HyperMesh in these tutorials.
Learn about meshing in these tutorials.
Learn about quality checking in these tutorials.
Learn about HyperMesh assembly procedures in these tutorials.
Learn about HyperMesh morph procedures in these tutorials.
In this tutorial, you will gain an understanding of the basic concepts for creating a solver input file by using a template. More specifically, you will learn how to define loading conditions on a model, specify solver specific controls, and submit an input file to a solver from HyperMesh.
The purpose of using a finite element (FE) pre-processor is to create a model that can be run by a solver. HyperMesh interfaces with many FE solvers and all of them have unique input file formats. HyperMesh has a unique template(s) for each solver it supports. A template contains solver specific formatting instructions, which HyperMesh uses to create an input file for that solver.
In FEA, beams are typically modeled as 1D elements. In this tutorial you will become familiar with the modeling of beam sections for 1D elements (beam, bar, and rod) in HyperMesh. The focus is on obtaining and assigning beam-section properties, not on creating beam elements themselves.
In this tutorial, you will learn the modeling procedure for typical composite model builds.
In this tutorial, you will experiment with the export of the loads applied to geometry entities. Therefore, you will need to have a template loaded. In this step, load the OptiStruct user profile and retrieve the c-channel model. By loading the OptiStruct user profile, the template will be automatically loaded.
Many FEA solvers allow you to organize your input deck into separate files, and provide a mechanism to read all files linked to a single input deck. This capability is commonly known as "includes."
In this tutorial you will work with OptiView.
A dome is covered by a fabric. The fabric is idealized with two uni-directional plies. This method allows the material to be a simple, orthotropic, uni-directional ply level model. If the ply was modeled as a single woven ply, the material model would be anisotropic and vary spatially as the angle between the warp and weft directions changed. Nominal thickness of the uni-directional plies is 0.5 * woven thickness.
Learn about HyperMesh customization in these tutorials.
Learn about HyperMesh post-processing procedures in these tutorials.
Learn how to perform a DOE study using HyperStudy and the HyperStudy Job Launcher within HyperMesh. HyperMorph is used to parameterize the shape of the design.
Learn about HyperMesh solver interfaces in these tutorials.
Solver interfaces supported in HyperMesh.
A solver interface is made up of a template and a FE-input reader.
Support provided by the CAD readers and writers.
Browsers supply a great deal of view-related functionality in HyperMesh by listing the parts of a model in a tabular and/or tree-based format, and providing controls inside the table that allow you to alter the display of model parts.
Panels contains pre-processing and post-processing tools.
Create, edit, and cleanup geometry.
Different types of mesh you can create in HyperWorks.
Create connections between parts of your model.
Create, organize and manage parts and subsystems.
Perform automatic checks on CAD models, and identify potential issues with geometry that may slow down the meshing process using the Verification and Comparison tools.
Tools used for crash and safety analysis.
HyperMesh composites modelings.
Overview of how to build a finite element model.
Morph the shape of your finite element model.
Setup an Optimization in HyperMesh.
Convert finite element models to another solver format.
Study relationships between data vectors in results files.
Learn how to use post-processing functions.
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