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end of the current step, normalized, and projected onto the horizontal plane. |
The projection is |
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then decomposed into the two components as illustrated in Figure 3.13for the up-vector case. The components provide an indication of the forward and lateral lean of the chosen vector. The forward direction is defined as being orthogonal to the ground-plane projection of a line joining the biped's hips. |
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3. 6 |
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The balance control formulation of Figure 3.6 uses two linear parametric perturbations (LPPs) to |
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control each step in the base PCG cycle. |
Recall from Section 2.3 that each LPP consists of two |
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basic components, a fixed PCG perturbation, and a scalar multiplier. New values for each scalar multiplier are automatically computed for each step to balance that step. The fixed part of the PCG perturbations remain the same throughout a given walk. This section discusses the choice of fixed |
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PCG perturbations which must be supplied by the animator. |
Throughout this section, the term |
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"perturbation" will be used to refer strictly to the fixed part of an LPP rather than an arbitrarily scaled perturbation. |