Using a robot with 1 degree of freedom and having 1 sliding point with a full range of 1m, if the robot's control memory has a 12-bit storage capacity, then the control resolution for the axis of motion will be:
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To calculate control resolution, divide the range of motion by the number of divisions available based on the bit depth.
Step 1: Understand Resolution Calculation The control resolution defines the smallest controllable movement increment of the robot. It depends on the control memory's bit depth and the range of motion.
The total divisions within the range are calculated as follows:\[\text{Number of divisions} = 2^{\text{number of bits}} = 2^{12} = 4096\]Step 2: Determine the Resolution The resolution is derived by dividing the total range of motion by the number of divisions:\[\text{Resolution} = \frac{\text{Range of motion}}{\text{Number of divisions}} = \frac{1 \, \text{m}}{4096} = 0.000244 \, \text{m} = 0.244 \, \text{mm}\]Step 3: Summary The robot axis' control resolution is 0.244 mm. Final Answer: \[ \boxed{0.244 \, \text{mm}}\]
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