core.space¶
Configuration spaces: q lives on the space (nq numbers), v in its tangent space (nv numbers).
Module Attributes
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Added under the square root of a squared angle, so that every function is smooth at zero. |
Classes
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Flat space: q and v are both n-vectors. |
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Cartesian product of spaces; q and v are the blocks stacked in order. |
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Rotations of a body as unit quaternions (w, x, y, z): q has 4 entries, and v is the body's angular velocity in its own frame [rad/s], 3 entries. |
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Planar rotations as unit complex numbers: q = (cos θ, sin θ), v = angle step (rad). |
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Where a configuration lives. |