Cable-Driven Parallel Robot for Additive Construction | IIT Roorkee Talk

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IIT Roorkee Overview
Robotics Lab Work
Construction Automation Intro
Cable Robot Types
Kinetostatic Analysis
Robot Dynamics Model
Prototype Development
Results and Future Work

IIT Roorkee Overview

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    IIT Roorkee is India's oldest engineering college, established in 1847.

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    The institute has over 520 faculty and 9,500 students.

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    It ranks among the top institutions nationally and globally.

Fundamental concepts of Parallel Manipulators vs. Serial Robots, including kinematic differences and structural advantages.
Basic mechanics of Cable-Driven Parallel Robots (CDPRs), particularly the physical constraint that cables can only exert tension, not compression.
Principles of Robot Kinematics and Dynamics, including Jacobian matrices, force resolution, and workspace analysis.
Introduction to Additive Manufacturing (3D Printing), specifically extrusion-based systems and layer-by-layer material deposition.
Advanced control systems for CDPRs to handle cable sag, elasticity, vibration, and real-time tension distribution.
Rheology and material science of 3D-printable concrete, focusing on flowability, set time, and structural buildability.
Trajectory planning and workspace optimization algorithms for large-scale construction robots under structural constraints.
On-site deployment challenges for robotic construction, including environmental factors, calibration on uneven terrain, and building code compliance.
394 views9likes56:17@ingenuitylabs-queensuOriginal Release: 2023-06-26

Cable-driven parallel robots offer a promising solution for additive construction by providing larger workspace, easier transportability, and cost-effectiveness compared to traditional serial or gantry robots. This technology enables automated concrete printing for building construction, addressing the limitations of conventional construction methods which are slow, waste-prone, costly, and hazardous to labor. The key challenges include solving the multiplicity of solutions in over-constrained systems through optimization criteria (minimizing tension, minimizing deviation from mean tension, or maximizing tension), accounting for cable mass and elasticity in dynamic modeling, and designing reconfigurable systems that can adapt to changing construction requirements. The comprehensive dynamic model must consider cable stiffness, damping, and flexural properties to achieve accurate trajectory control during the printing process.