Structural Analysis Software Product List and Ranking from 13 Manufacturers, Suppliers and Companies

Last Updated： Aggregation Period:Sep 17, 2025～Oct 14, 2025
This ranking is based on the number of page views on our site.

Structural Analysis Software Manufacturer, Suppliers and Company Rankings

Last Updated： Aggregation Period:Sep 17, 2025～Oct 14, 2025
This ranking is based on the number of page views on our site.

  1. IDAJ Kanagawa//others
  2. センチュリテクノ Tokyo//others
  3. くいんと Tokyo//others
  4. 4 JIPテクノサイエンス Tokyo//Information and Communications
  5. 4 CAEソリューションズ Tokyo//Information and Communications
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Structural Analysis Software Product ranking

Last Updated： Aggregation Period:Sep 17, 2025～Oct 14, 2025
This ranking is based on the number of page views on our site.

  1. When it comes to structural analysis, Abaqus is the go-to. It predicts contact and crack propagation with high precision. IDAJ
  2. Contracted Analysis Services for Structures and Ground センチュリテクノ
  3. Image-based structural analysis software 'VOXELCON' くいんと
  4. ~Video Introduction~ Automatic Model Creation of Concrete Composite Structures with Python JIPテクノサイエンス
  5. 4 [Example] Model creation and structural analysis in bioengineering. くいんと

Structural Analysis Software Product List

31～45 item / All 69 items

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When it comes to structural analysis, Abaqus is the go-to. It predicts contact and crack propagation with high precision.

When it comes to structural analysis, Abaqus is the go-to. It predicts contact and crack propagation with high precision.

Integration of implicit and explicit methods. For elucidating a wide range of phenomena such as heat, electricity, magnetic fields, and fluids.

In nonlinear structural analysis, the three key nonlinearities are material, geometry, and boundary conditions. In recent design practices, there is a necessity to consider contact in assembly components using complex material models. Abaqus can accurately model not only classical metal material constitutive laws but also failure models due to rate dependence and polymers such as rubber and resin. Additionally, the innovative formulation of surface-to-surface contact achieves more robust convergence and higher analysis accuracy compared to other structural analysis tools. The general contact feature requires minimal user setup, significantly reducing the time needed to define contacts in complex assemblies seen in automobiles, aircraft, consumer electronics, and portable electronic devices.

  • Company：IDAJ
  • Price：Other
  • Rock drills, demolition machines, and excavators
  • Scientific Calculation and Simulation Software

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Image-based structural analysis software 'VOXELCON'

Image-based structural analysis software 'VOXELCON'

Easy modeling of any shape! 3D editing, analysis, measurement, and material property calculation of CT images based on images.

"VOXELCON" is a powerful image-based structural analysis software that directly models and utilizes CT images obtained from physical objects and STL data from CAD for analysis and measurement. It is equipped with a variety of reverse engineering functions as structural analysis and measurement features. It is effective in various scenarios, from cast products to composite materials, and from the design stage to quality control. Additionally, voxel segmentation is ultra-fast, capable of creating a mesh of 100 million voxels in just a few seconds, and is extremely robust, resulting in very few failures. 【Features】 ■ Direct use of physical data ■ Various reverse engineering functions ■ Ultra-fast and robust voxel segmentation ■ Large-scale solver included ■ Cutting-edge multi-scale analysis *For more details, please refer to the related links or feel free to contact us.

  • Analysis and prediction system

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[Case Study] Analysis of Complex Shape Models - Reducing Labor Costs -

[Case Study] Analysis of Complex Shape Models - Reducing Labor Costs -

"VOXELCON" is a structural analysis software that directly models STL data from CT and CAD for analysis and measurement purposes.

When creating an analysis model by mesh partitioning from a detailed CAD model created as design data, the following issues can be noted: - The number of elements becomes enormous, leading to high computational costs. - Mesh partitioning is difficult and requires the tips and techniques of experienced users. Additionally, the analysis results depend on the mesh partitioning. - In some cases, automatic element partitioning is not possible. However, even if you try to analyze using a simplified shape... - The effort required for simplification is significant. - Evaluating the impact of simplification on analysis accuracy is cumbersome. These issues can be resolved by VOXELCON's voxel mesh generation technology. Even complex shapes can be easily converted into analysis models, reducing the man-hours required for analysis. *For more details, please refer to the related links or feel free to contact us.

  • Analysis and prediction system

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[Case Study] Shape optimization for equalizing reaction forces ★ Detailed materials available

[Case Study] Shape optimization for equalizing reaction forces ★ Detailed materials available

Consider "reaction force" as a manufacturing requirement! Reduce the reaction force values at points with high fixed-point reaction forces!

We will perform non-parametric shape optimization to ensure that the reaction forces at the bolted fixed points are equal, and we will introduce a case that reduces the reaction force values at the locations with high fixed point reaction forces. The analysis model completely fixes four bolted points and applies a load of 1,000N in the Z-axis direction. In the evaluation of the initial shape, the reaction force value at the lower left part was the largest, reaching 415.1N. 【Case Overview】 ■Optimization Conditions - Objective Function: Volume Minimization - Constraints: Reaction force of 250N in the Z-axis direction at each fixed point, 3.0 times the compliance of the initial shape - Shape Variation Restrictions (constraints related to manufacturing requirements): Minimum thickness, maintaining the plane of the Z component on one side For further details, please refer to the PDF document or feel free to contact us.

  • Scientific Calculation and Simulation Software

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[Example] Shape optimization considering stress

[Example] Shape optimization considering stress

Using "OPTISHAPE-TS"! Introducing optimization cases with different stress constraints based on model parts.

In strength design, stress serves as an important guideline. When performing strength assessments based on stress, it is necessary to change the evaluation stress values according to different parts, not just relying on the maximum value. In such cases, by specifying constraint stress values for each region, it is possible to obtain an optimal shape that constrains stress at multiple evaluation points and all locations. This time, we will introduce an optimization case that applies different stress constraints based on the model's parts. [Contents] ■ Overview ■ Analysis Model ■ Optimization Conditions ■ Results ■ Discussion *Detailed information about the case can be viewed through the related links. For more information, please feel free to contact us.

  • Analysis and prediction system
  • Scientific Calculation and Simulation Software
  • Other Software

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[Case Study] Accuracy Verification of Displacement and Temperature Using Finite Covering Method (FCM)

[Case Study] Accuracy Verification of Displacement and Temperature Using Finite Covering Method (FCM)

I will introduce the issues with voxel analysis and a case study applying FCM as a solution!

The displacement solution of static stress analysis, or the temperature solution of steady-state heat conduction analysis, generally does not produce significant errors as long as the shape is accurately represented. However, there are cases where errors can become substantial. When the original shape does not match the voxel pitch, discrepancies in the shape occur. Therefore, to achieve better accuracy in the analysis, it is necessary to refine the mesh, which increases the model size. Here, we will introduce a case study applying FCM as a solution to this issue. 【Contents】 ■ Overview - Issues with voxel analysis ■ Analysis Model - Boundary conditions ■ Analysis Results - Static stress analysis / Steady-state heat conduction analysis *Detailed information about the case study can be viewed through the related links. For more information, please feel free to contact us.

  • Analysis and prediction system

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[Column] The Theory of OPTISHAPE-TS: Checkerboard Phenomenon

[Column] The Theory of OPTISHAPE-TS: Checkerboard Phenomenon

I will explain the difficulties of non-parametric optimization from another perspective!

In the previous sections, we explained that in non-parametric optimization, the number of design variables to be determined is large, meaning that the dimensionality of the search space is high, which is why optimization algorithms using sensitivity are employed. In this article, we will further explain the difficulties of non-parametric optimization from another perspective. Please feel free to download and take a look. [Contents] ■ Episode 4: The Difficulty of Non-Parametric Optimization Part 3 "Checkerboard Phenomenon" *For more details, please refer to the PDF document or feel free to contact us.

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[Technical Column] The Theory of OPTISHAPE-TS: "Time Complexity"

[Technical Column] The Theory of OPTISHAPE-TS: "Time Complexity"

A simple analysis example of using an optimization algorithm for the number of trials is also included!

In the previous discussions, I explained that non-parametric optimization, mathematically, is optimization focused on functions, and in practice, it becomes a problem of finding a number of design variables comparable to the scale of the finite element model (number of nodes, number of elements). In this article, I will explain the optimization algorithms for solving such problems. Please feel free to download and take a look. [Contents] ■ Episode 3: The Difficulty of Non-Parametric Optimization Part 2 "Time Complexity" *For more details, please refer to the PDF materials or feel free to contact us.

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[Technical Column] The Theory of OPTISHAPE-TS: "Shape Optimization"

[Technical Column] The Theory of OPTISHAPE-TS: "Shape Optimization"

An explanation of what the gradient method specifically entails! Introduction to a technical column.

In the previous four articles, we discussed the challenges of non-parametric optimization and the positioning of the H1 gradient method as a solution. From here, we will explain specifically what the H1 gradient method entails. Please feel free to download and take a look. [Contents] ■ Episode 6: The Emergence of the H1 Gradient Method and Its Background Part 1 "Shape Optimization" *For more details, please refer to the PDF document or feel free to contact us.

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[Column] The Theory of OPTISHAPE-TS: "What is H1 in the first place?"

[Column] The Theory of OPTISHAPE-TS: "What is H1 in the first place?"

An explanation of the function space H1 from several perspectives! Introduction to a technical column.

In the previous two articles, I explained what the H1 gradient method is in shape optimization and topology optimization, along with its historical background. In this article, I will explain what "H1" in the H1 gradient method refers to. Please feel free to download and take a look. [Contents] ■ Episode 8: What is the H1 Gradient Method? Part 1 "What is H1 in the first place?" *For more details, please refer to the PDF document or feel free to contact us.

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The theory of OPTISHAPE-TS: Evaluating the maximum value of the KS function.

The theory of OPTISHAPE-TS: Evaluating the maximum value of the KS function.

Introduction to the evaluation method for maximum values using something called the KS function!

In OPTISHAPE-TS, it is possible to evaluate the maximum values of functions distributed over the model, such as "maximum Mises stress" and "maximum displacement." However, if we literally use the maximum value as the evaluation function, we will not be able to evaluate the derivatives, making it impossible to determine sensitivity. This time, I will introduce a method for evaluating maximum values using a function called the KS function, which is adopted in OPTISHAPE-TS. Please feel free to download and take a look. [Contents] ■ Episode 18 Evaluating the Maximum Value of Functions: KS Function *For more details, please refer to the PDF document or feel free to contact us.

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Theory of OPTISHAPE-TS Compliance Sensitivity Part 3

Theory of OPTISHAPE-TS Compliance Sensitivity Part 3

Sensitivity of compliance for a one-dimensional cantilever beam! Explanation of the derivation approach.

In the previous article, we introduced the Lagrange multiplier method as a condition that the solutions of optimization problems with equality constraints should satisfy. This time, we will apply that concept to derive the sensitivity of compliance. Please feel free to download and take a look. [Contents] ■ Episode 25 Sensitivity of Compliance Part 3 "Lagrange Multiplier Method" *For more details, please refer to the PDF document or feel free to contact us.

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Theory of OPTISHAPE-TS Compliance Sensitivity Part 4

Theory of OPTISHAPE-TS Compliance Sensitivity Part 4

Introduction to a technical column on problems involving design variables represented by functions!

In the previous articles, we explained the compliance and its sensitivity when introducing two-dimensional design variables for a one-dimensional cantilever beam. This time, we will finally replace the design variables from a finite-dimensional vector to an infinite-dimensional function and construct the problem. Please feel free to download and take a look. [Contents] ■ Episode 26 Sensitivity of Compliance Part 4 "Problems with Design Variables Represented by Functions" *For more details, please refer to the PDF document or feel free to contact us.

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CAE Technology Research Conference 2016 (Free Participation Fee)

CAE Technology Research Conference 2016 (Free Participation Fee)

The keynote speech will feature hot topics on the science of sports and presentations on fire simulation research.

CAE Utilization Technology Research Conference 2016 "Let's Talk about CAE in Kudanshita!" / "6th DADiSP Utilization Technology Research Conference" The CAE Utilization Technology Research Conference is celebrating its 6th year since the DADiSP Utilization Technology Research Conference. We have many user case studies planned. This event is packed with useful and up-to-date information on cloud CAE, composite materials, optimization, and more, which you won't hear elsewhere. ＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝＝ ● Date and Time: August 5, 2016 (Friday) 10:00 AM - 5:30 PM (Networking event from 5:30 PM) ● Capacity: 80 participants ● Venue: Hotel Grand Palace 1-1-1 Iidabashi, Chiyoda-ku, Tokyo (• 1-minute walk from Kudanshita Station on the Tokyo Metro Tozai Line, Exit 7 (Fujimi Exit)) ● Registration: http://www.cae-sc.com/events/cae-conf-2016.html ■ Organized by: CAE Solutions Co., Ltd.

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Introduction to a top-class finite element solver.

Introduction to a top-class finite element solver.

A solution that incorporates high reliability, proven results, and the latest analytical technologies abundantly.

NASTRAN is an analysis program born from space programs where failure is not an option, and for over 40 years, it has maintained high reliability and a proven track record in meeting the stringent demands of various fields such as aerospace/defense, construction, automotive, shipbuilding, machinery, and electrical/electronics. NX Nastran inherits this high reliability and proven performance while incorporating the latest analysis technologies, making it a suitable solution for the 21st century. 【Features】 - Supports large-scale problems and advanced nonlinear analysis - Flexible selection of the number of implementations based on analysis content - Operates on multiple operating systems including Windows, UNIX, and Linux - Supports 64-bit modules, memory-sharing parallel processing, and parallel processing on cluster machines 【Available Analyses】 - Linear static analysis: SOL101 - Eigenvalue analysis: SOL103 - Buckling analysis: SOL105 - Steady-state heat conduction analysis: SOL153 - Transient heat conduction analysis: SOL159 - Linear transient analysis: SOL109/112 - Frequency response analysis: SOL108/111 - Response spectrum analysis: SOL109/112, etc. *There are many other diverse modules available, so please contact us for more detailed information.

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