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How to Navigate Snake-like Robot Modeling Assignment Using MATLAB and Simulink

July 12, 2025
James Thornton
James Thornton
United Kingdom
Robot Modeling
James Thornton has over 9 years of experience in robotics modeling and simulation. He completed his Master’s degree from Charles Darwin University, Australia, specializing in control systems and bio-inspired robotics.

Snake-like robots represent one of the most intriguing areas in modern robotics research. Inspired by the flexible and efficient movement of real snakes, these robots offer unique advantages in navigating tight spaces, uneven terrains, and even underwater environments. Their complex, undulating motion challenges engineers to develop advanced control strategies and accurate modeling techniques. For students and researchers alike, understanding the dynamics of snake-like motion presents a rewarding opportunity to apply theoretical concepts to practical, real-world problems.

This blog dives into an exciting project centered on the modeling and navigation of a snake-like robot using MATLAB and Simulink. By leveraging Simscape, students can build and simulate the robot’s structure, frictional interaction with surfaces, and joint coordination without the need for physical prototypes. It not only allows for safe experimentation but also provides deep insights into motion control, making it an excellent reference for academic projects.

The blog is especially helpful for those aiming to solve their Simulink assignment related to robotics, mechanical systems, or motion control. It breaks down the model, control logic, and simulation results in a student-friendly way, serving as a comprehensive guide for anyone interested in mastering bio-inspired robot simulation using MATLAB tools.

How to Navigate Snake-like Robot Modeling Assignment Using MATLAB and Simulink

Background of the Assignment

The motivation behind this assignment stems from the increasing interest in motion control and navigation of bio-inspired robots, especially snake-like robots. These robots replicate the serpentine movement of snakes to navigate through complex environments—land, underwater, and potentially even aerially in constrained ways.

The choice of using MATLAB’s Simscape and Simulink platforms was deliberate, enabling the physical modeling and visualization of robot behavior without manually coding the underlying physics. The use of model-based design allows for simulation of real-world behavior and rapid prototyping of control algorithms, which is ideal for students working on robotics assignments.

Introduction to Snake-like Robots

Snake robots belong to a class of bio-mimetic robots—systems that mimic biological mechanisms for improved adaptability and efficiency. A snake robot generally comprises multiple rigid links connected by joints, typically actuated to simulate the slithering motion of a real snake. The key characteristics of snake-like robots are:

  • High maneuverability
  • Ability to move through confined spaces
  • Adaptability to varied terrains
  • Modular and scalable design

One of the core challenges in developing these robots is achieving synchronized motion across multiple joints while dealing with underactuation and environmental interactions like friction.

Objective of the Assignment

The primary objective was to model and simulate the movement of a snake-like robot using Simscape and to implement a control strategy that governs its head direction and joint coordination. The system was tested under different simulated conditions to evaluate its robustness and accuracy in following directional commands.

Simscape-Based Modeling of the Snake Robot

Modeling the Robot Structure

The robot consists of nine identical rigid links connected by revolute joints. Each link is modeled using Simscape's solid blocks, and joints are connected using revolute joint blocks. This configuration creates a 2D under-actuated system with 9 links, 8 revolute joints, and 11 degrees of freedom.

Simscape’s modular interface allows students to adjust the number of links and joints as per their academic needs.

Simulating Surface Interaction and Friction

One of the core aspects of this model is how the snake robot interacts with the surface. The Simscape platform allows modeling nonlinear friction forces through joint parameters. These frictional forces represent the contact between the links and the ground and are essential for driving the robot forward in a realistic manner.

Frame of Reference and Measurement

Each link’s state is measured using transform sensor blocks, with the world frame selected as the reference. This simplifies calculations and allows easy visualization of the snake’s movement pattern in a global coordinate system.

Controller Design and Implementation in Simulink

1. Head Control

The head controller is responsible for dictating the overall direction of the snake robot. It uses a reference head angle, provided by the user through a Simulink knob block.

This controller is based on error tracking, using the equation:

τhead = Kp * e + Kd * de/dt

  • τhead is the torque applied to the head link
  • e is the angular error between actual and desired angle
  • Kp and Kd are proportional and derivative gains

2. Joint Control

Each joint mimics a wave-like motion using a sine wave equation:

θi = A * sin(ωt + iϕ)

  • θi is the reference angle for joint i
  • A is the amplitude
  • ω is the frequency
  • ϕ is the phase shift between joints

Each joint uses a PD controller to track the reference angle and generate motion torque accordingly.

Simulation Results and Analysis

Motion Visualization

The simulated robot shows smooth, snake-like movement. Students can observe how design parameters affect the robot's gait, which is particularly useful for understanding motion planning and controller tuning.

X-Y Position Tracking

The head link's trajectory in the global X-Y plane confirms that the robot follows the commanded directions accurately. The following links create a smooth, cohesive movement pattern.

Head Angle Error Analysis

When the reference direction changes sharply, the head controller reacts quickly, minimizing error spikes. This confirms a well-tuned PD control strategy.

Torque Response on Head Link

As the robot turns, torque increases appropriately, reflecting realistic physics. These insights are essential for students working on optimization and energy-efficient designs.

Educational Relevance and Applications

This assignment is especially relevant for students in the following areas:

  • Robotics and Mechatronics
  • Control Systems Design
  • Nonlinear System Modeling
  • Bio-inspired Motion Analysis
  • Simulink & Simscape Simulations

Students can explore complex motion control strategies without physical hardware, making it ideal for both lab and take-home assignments.

Conclusion

This assignment demonstrates the power of MATLAB, Simulink, and Simscape in modeling and controlling bio-inspired robots. The snake-like robot model showcases a complete pipeline—from physical modeling to controller design and simulation visualization—all in a single platform.

Whether you're an undergraduate taking an introductory robotics course or a graduate student working on advanced dynamics and control, this type of assignment offers valuable insights. Simscape simplifies complex systems, while PD controllers ensure realistic yet manageable simulations.

If you’re looking for help with MATLAB assignment involving simulations, multi-body dynamics, or control system designs, expert guidance can make a big difference. Getting support can help you better understand the concepts, implement accurate models, and complete your university assignments with confidence.


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