IbIPP

Version 1.0 (278 KB) by Osezua
Image-based Initialization and Post-Processing code for Topology Optimization
7 Downloads
Updated 18 Jan 2024

IbIPP

IbIPP which stands for Image-based Initialization and Post-Processing is an open-source code for initializing and post-processing free-form 2D topology optimization problems. IBIPP problem

Syntax

  • ibipp(file, nelx, volfrac) Performs topology optimization on the image provided in file using the number of elements in the x-direction nelx, the required volume fraction volfrac, and other default parameters.

  • ibipp(file, nelx, volfrac,fmag,fang) Performs topology optimization using file, nelx, volfrac, vectors of force magnitudes fmag, and force angles fang, and other default parameters.

  • ibipp(...,'PropertyName',VALUE,'PropertyName',VALUE,...) performs topology optimization using the following property values:

Table 1: Name-value inputs


Name-value Description Value
pressure Pressure loads (multiple loads must be in a vector)
optimization Type of topology optimization approach Density, BESO, Level Set, SEMDOT
densityType Type of density-based method SIMP, RAMP
preserveSupport Preserve elements within the support region in the image 0 – none
1 – Only completely fixed elements
2 – Only elements fixed in the x-axis
3 – Only elements fixed in the y-axis
4 – the union of 1 and 2
5 – the union of 1 and 3
6 - the union of 2 and 3
7 – the union of 1, 2, and 3
preserveLoad Preserve elements within the load region in the image 0 – none
1 – elements in the force region
2 – elements in the pressure region
3 – the union of 1 and 2
filterRadius Specify filter radius for density-based and BESO approaches >1
filter Specify filter type for density-based approaches 1 – density
2 – sensitivity
3 - Heaviside projection
beta Regularization parameter for Heaviside projection >1
penaltySIMP Penalty value for SIMP density-based approach >1
penaltyRAMP Penalization factor for RAMP density-based approach >1
ER Evolution ratio for BESO >0
tau Regularization parameter for level set method (reaction diffusion) >0
YoungsModulus Youngs Modulus material property >1
PoissonRatio Poisson Ratio material property >0
modelName Name given to model obtained by extrusion or revolution of the optimized topology. Must end in .stl
modelType Modeling by extrusion or revolution Extrude or revolve
extrudeLength Length for extrusion - a factor multiplied by min(nelx,nely) to obtain the length of the 3rd dimension >0
symmetry Specifies the position of the line of symmetry for symmetry-based modeling None, Left, bottom, right, and top
distancetoaxis Distance between the optimized topology and its revolution axis to the left for revolution-based modeling ≥0
revolutionAngle The angle of revolution for revolution-based modeling ≥0

Table 2: Color codes (RGB) for creating an input image file

Features Color code rules Recommended values
Designable domain RGB<200 0 0 0
Non-designable domain RGB>200 255 255 255
Point load 200≤R≤255, G=0, B=0 200 0 0
Pressure 200≤R≤230, 100≤G≤150, B=0 200 100 0
Preserved region R=0, 200≤G≤255, B=0 0 200 0
Fixed region R=0, G=0, 200≤B≤255 0 0 200
Region fixed along x 100≤R≤150, G=0, 200≤B≤255 100 0 200
Region fixed along y R=0, 200≤G≤255, 200≤B≤255 0 200 200
  • Note: for multiple forces or pressure, R should be in multiples of 5 starting from 200 for forces (200, 205, 210,...etc) and G should be in multiples of 5 starting from 100 for pressures (100, 105, 110,..etc)

Examples:

The following examples show how ibipp can be used. Images of some sample design problems and their corresponding input images for ibipp have been prepared and are in this repository. When developing an input image for a design problem, Table 2 should be used while Table 1 outlines the possible name-value inputs. Any image tool can be used to prepare the input file but .png is the preferred file extension.

  • Example 1: Optimize a half-MBB using default values of optional inputs

    • ibipp('Example_pics\half_mbb.png',150,0.4)

  • Example 2: Optimize a Hammerhead pier using the BESO approach

    • ibipp('Example_pics\hammerhead.png',200,0.5,[2 1 1 2],[180 180 180 180],'optimization','BESO','filterRadius',3)

  • Example 3: Optimize a 2-point loading mechanical part while preserving load and support elements

    • ibipp('Example_pics\2point.png',300,0.45,[1 1],[0 0],'optimization','levelset','tau',5e-5,'preserveLoad',1,'preserveSupport',1)

  • Example 4: Optimize a half-spanner design and generate an extruded full spanner STL model

    • ibipp('Example_pics\half_spanner.png',250,0.5,'pressure',[1,1],'preserveload',2,'preservesupport',1,'modelname','spanner.stl','symmetry','right','modeltype','extrude','extrudelength',0.2)

Supporting Open-Source Codes

IBIPP utilizes other open-source codes such as top88.m by Andreassen et.al, esoL.m by Xia et. al., levelset88.m by Otomori et.al, revolve2D.m by Treeby and Cox, and stlwrite.m by Sven.

To Cite

If you find this code helpful in your work, please cite this open access paper

Cite As

Osezua (2024). IbIPP (https://github.com/CADmaniac/IbIPP/releases/tag/v1.0), GitHub. Retrieved .

MATLAB Release Compatibility
Created with R2023b
Compatible with any release
Platform Compatibility
Windows macOS Linux
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Version Published Release Notes
1.0

To view or report issues in this GitHub add-on, visit the GitHub Repository.
To view or report issues in this GitHub add-on, visit the GitHub Repository.