Answer:
Forward kinematics involves calculating the position and orientation of a robot’s end-effector based on the joint parameters (angles for revolute joints, displacements for prismatic joints). It uses a chain of transformation matrices to derive the pose of the end-effector from the base.
Queries - forward kinematics, robotic joints, end-effector position
Answer:
Inverse kinematics is the process of determining the joint parameters needed to achieve a specific end-effector position and orientation. It's challenging because:
· There can be multiple or no solutions.
· Solutions may not be continuous.
· Requires solving non-linear equations.
Queries: inverse kinematics problem, IK robotics, joint angle calculation
Answer:
D-H parameters standardize the method of assigning coordinate frames to robotic links and joints. Each transformation is defined by four parameters: link length, link twist, link offset, and joint angle. These are used to construct the transformation matrices between links.
Queries: Denavit-Hartenberg method, robot coordinate transformation, DH convention
Section 2: Robotic Dynamics Interview Questions
Answer:
· Kinematics: Studies motion without considering forces (position, velocity, acceleration).
· Dynamics: Analyzes the forces and torques causing the motion using Newton-Euler or Lagrangian methods.
Queries: Use terms like kinematics vs dynamics in robotics, robot motion analysis
Answer:
The Newton-Euler method is a recursive algorithm used to calculate forces and torques in robotic manipulators. It includes two passes:
· Forward pass: computes velocities and accelerations.
· Backward pass: computes joint forces and torques.
Queries: Newton-Euler dynamics, recursive dynamics calculation, robot force analysis
Answer:
The Lagrangian method uses the scalar quantity L = Kinetic Energy (T) – Potential Energy (V) to derive the equations of motion. It simplifies dynamics by avoiding vector cross products and is particularly useful for complex systems.
Queries: Lagrangian mechanics robotics, robot dynamic equations
Answer:
· Open-loop control: No feedback; suitable for simple or predictable tasks.
· Closed-loop (feedback) control: Uses sensors to correct deviations.
· PID control: Proportional-Integral-Derivative control for stable and accurate responses.
Queries: robotic control strategies, PID controller robotics, feedback control robotics
Answer:
A PID controller calculates an error value and applies a correction based on:
· Proportional: Immediate reaction to the error.
· Integral: Accumulates past errors to eliminate steady-state offset.
· Derivative: Predicts future error to dampen the response.
Queries: PID control theory, robot arm PID tuning, robot motion stability
Answer:
Trajectory planning involves defining a time-dependent path for the robot’s joints or end-effector to follow. It ensures smooth, collision-free motion within mechanical limits, often using cubic or quintic polynomials.
Queries: Use phrases like robot trajectory planning, path vs trajectory in robotics
Answer:
Feedback helps correct deviations from the desired motion or state by continuously monitoring sensor data. It's essential for accuracy, stability, and adaptability in real-world environments.
Queries: feedback in robotics, closed-loop control, robot sensor feedback
· Brush up on matrix transformations and Jacobians.
· Understand the differences between static and dynamic control.
· Practice with tools like MATLAB, ROS, or Gazebo for simulation and testing.