What is the order of basic transformation of frame {i-1} to frame {i}: (A). Translation along \(z_{i-1}\) axis by distance \(d_i\) (B). Rotation by an angle \(\alpha_i\) about \(x_i\)-axis (C). Translation along \(x_i\)-axis by distance \(a_i\) (D). Rotation by an angle \(\theta_i\) about \(z_{i-1}\)-axis Choose the correct answer from the options given below:
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The transformation sequence is crucial for accurate kinematic modeling in robotic systems especially when dealing with multiple frames of reference
The order of transformation for frame \(i-1\) to frame \(i\) starts with translation along the \(z_{i-1}\) axis by distance \(d_i\), followed by translation along the \(x_{i-1}\) axis by distance \(a_i\), then rotation by an angle \(\theta_i\) about the \(z_{i-1}\) axis, and finally rotation by an angle \(\alpha_i\) about the \(x_{i-1}\) axis.
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