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MeshFree|分析测评

2月前浏览2779

作者:Gabriel Roade

NAFEMS Theoretical Value and Verification

 Scordellis-Lo Barrel Vault: 0.04% difference

 Elliptic Membrane Under Uniform Outward Pressure: 0.11% difference

 Two-Dimensional Heat Transfer With Convection: 1.10% difference

 Comparison with FEM Results: 0.98% difference

 Comparison with Practical Model: 1.78% difference

MESHFREE

Analysis directly from 3D CAD Model 

Simple 3-step Analysis Process 

Powerful Design Modification

The Analysis Process

 TRADITIONAL FEM

1. Problem Definition

Asses the dimensions of the object studied, along with its materials.

Determine the boundary and load conditions, and the objective of the study.

 2. Model Idealization

Simplify the object of study.

Use symmetry and analysis segmentation to narrow down the variables.

Mathematically conceptualize the model as much as possible to reduce calculation time.

 3. Definition of Material and Elements

Determine the type of elements studied and their mathematical properties.

Assign the selected materials to their corresponding elements.

 4. Mesh Generation

Define the mesh element dimension (1D, 2D, 3D) and their shape (linear, triangular, quadrilateral, etc.).

Define the element size and generate a mesh.

Localize areas of interest and reassess element density and geometry-specific sizing.

Improve overall quality of the mesh by properly adapting it to the geometry and the problem conditions.

5. Load Input

Determine the magnitude and location of the loads acting on the object.

Loads can be different types depending on the problem studied: forces, pressure, temperature, etc.

 6. Input of Boundary Conditions

Input the boundary conditions fixing the model at their corresponding location.

Select the proper conditions having in mind symmetry and real world constraints.

 7. Element Stiffness Matrix Formation

The governing equation for each one of the mesh elements is defined by the program.

{f} = [k]{δ}

 8. System Stiffness Matrix Formation

The system stiffness matrix governing the entire model is formed by combining the element stiffness matrices.

Displacement, strain and stress are calculated from such matrix.

{F} = [K]{Δ}

 9. Deformation Shape Examination

Study the analysis results for deformation to assess if the analysis is reliable.

Judge the usability of the model based on maximum displacement and displacement allowance.

 10. Stress Distribution Examination

In order to ensure safety, examine the stress distribution and maximum stress to confirm stress allowance is not exceeded.

Compare results against experimental or analytical solutions to test the accuracy of analysis.

 MIDAS MESHFREE

1. Import CAD Model

Import the 3D model directly into a CAD interface. MeshFree is compatible with all commercial CAD files.

The program defines material data automatically from the CAD file. Material properties can also be modified on MeshFree.

The program automatically determines the type of contact between parts of assembly models. Contact conditions can also be modified.

 2. Apply Load and Boundary Conditions

Designate the constraints in the parts of the model that must be fixed.

Enter load condition in the area where the load should be applied. A variety of options are available for static, dynamic and thermal loads.

MeshFree provides boundary and load conditions guidance depending on the type of analysis.

No need for meshing!

 3. Analysis

Execute the calculation and the orthogonal grid will be automatically applied to each part to perform the analysis.

State-of-the-art direct analysis allows the program to define the boundaries of the model within the grid without the need of a shape-dependent mesh.

Shorter overall analysis time and high analysis success rate.

Analysis can be performed immediately when the model is modified.

MeshFree offers a variety of analysis features, concentrating on those which are most needed in the design stages.

No geometry cleanup and simplifications

No mesh generation by user

No failed analysis

Performance and accuracy comparable to finite element method

来源:midas机械事业部
MeshingACTSystemDeformADS
著作权归作者所有,欢迎分享,未经许可,不得转载
首次发布时间:2024-09-25
最近编辑:2月前
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