Update readme: fix math
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@ -48,13 +48,15 @@ We can see that in the first movement (positive rotation), the green is out of p
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1. Get the absolute angle within a period
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1. Get the absolute angle within a period
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Since the 2 signals correspond to a cos and sin signals, it is possible to compute the angle inside the period using arctan2 function. However, we have more than one period, it is so necessary to increment a position.
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Since the 2 signals correspond to a cos and sin signals, it is possible to compute the angle inside the period using arctan2 function. However, we have more than one period, it is so necessary to increment a position.
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$$\theta= atan2(a,b)$$
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$\theta= atan2(a,b)$
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2. Incremental position
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2. Incremental position
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To increment the position, it is necessary to start from 0 at a known postion. For that the motor is moved in open loop to one end and the position is set to 0.
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To increment the position, it is necessary to start from 0 at a known postion. For that the motor is moved in open loop to one end and the position is set to 0.
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Then we need to sum all the delta of movement at each measure sample.
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Then we need to sum all the delta of movement at each measure sample.
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$$\phi_t=\phi_{t-1} + (\theta_t - \theta_{t-1})mod(-\pi;\pi)$$
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$\phi_t=\phi_{t-1} + (\theta_t - \theta_{t-1})mod(-\pi;\pi)$
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## Coding the solution
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## Coding the solution
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1. Get the angle in the perdiod
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1. Get the angle in the perdiod
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