• Home
  • About
  • Featured Articles
  • Editorial Team
  • Announcements
  • Home
  • About
  • Featured Articles
  • Editorial Team
  • Announcements
JOURNAL OF COMPUTATIONAL AND NONLINEAR DYNAMICS
  • Home
  • About
  • Featured Articles
  • Editorial Team
  • Announcements

Featured Articles

    Archives

    January 2026
    December 2025
    November 2025
    August 2025
    July 2025
    June 2025
    May 2025
    April 2025
    January 2025
    December 2024
    October 2024
    September 2024
    August 2024
    February 2024
    October 2023
    September 2023
    July 2023
    May 2023
    March 2023
    February 2023
    September 2022
    August 2022
    April 2022
    March 2022
    December 2021
    October 2021
    September 2021

    Categories

    All
    Actuators
    Approximation
    Artificial Neural Networks
    Attractors
    Bifurcation
    Boundary Conditions
    Boundary-value Problems
    Cables
    Contact
    Continuation Methods
    Control
    Co-simulation
    Co-simulation Interface
    Damping
    Delay Differential Equations
    Delays
    Density
    Displacement
    Dynamic Models
    Dynamics
    Dynamic Systems
    Eigenvalues
    Error Estimator
    Errors
    Exact Mode Shapes
    Exoskeleton Devices
    Friction
    Fuzzy Logic
    Galerkin Method
    Geometry
    Heat
    Heat Transfer
    Homoclinic Orbits
    Kinematics
    Limit Cycles
    Loaded Beam
    Machine Learning
    Manifolds
    Manipulators
    Midplane Stretching
    Multibody Dynamics
    Multibody Systems
    Multiphysics
    Multirate
    Noise
    Nonlinear Dynamical Systems
    Nonlinear Frequency
    Nonlinear Vibration
    Nonlinear Vibration Absorber
    NVA
    Origami
    Parallelization
    Parametrization
    Pendulum
    Perturbation Methods
    Probability
    Prostheses
    Railroad Dynamics
    Real-time Dynamics Simulation
    Reinforcement Learning
    Resonance
    Robots
    Ships
    Simulation
    Solver Coupling
    Space
    Stability
    Time Delay Systems
    Topology
    Variable Macro-step Size
    Vehicular Dynamics
    Vibration
    Waves

    RSS Feed

Back to Blog

Interactive Visualization of Nonlinear Cantilever Bending Using a Rod Theory-Based Graphical User Interface

6/16/2026

 
Muhammad Hassaan Ahmed, Utkarsh Srivastava, Ranjan Das, and Sachin Goyal
J. Comput. Nonlinear Dynam. Jul 2026, 21(7): 071005
https://doi.org/10.1115/1.4071926

This paper presents an interactive graphical user interface (GUI) for studying large-deformation bending of cantilever beams using a geometrically exact nonlinear rod model. The tool allows users to directly compare the predictions of classical small-deflection beam theory with nonlinear large-deformation behavior in real time. This makes it easier to see how geometric nonlinearities affect the structural response as the deformation increases. Most educational beam visualization tools are limited to linear theory, but the approach used in this work can efficiently handle large deformations through a two-step initial value formulation. Because of this, users can quickly explore different parameter values without relying on computationally expensive iterative boundary-value solution methods. To evaluate the accuracy of the framework, the results from the GUI were compared with analytical solutions, nonlinear finite element simulations, and an experimentally validated computational rod model. The comparisons showed good agreement across the different methods and confirmed the numerical stability of the implementation. The GUI was developed with both teaching and research applications in mind. Its interactive design provides an accessible way for students and researchers to explore nonlinear structural mechanics and better understand geometrically exact rod behavior.
Picture
0 Comments
Read More

Your comment will be posted after it is approved.


Leave a Reply.

Powered by Create your own unique website with customizable templates.