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Remove mention of the DAE differentiation index (for now).
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nonholonomic-eom.rst

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@@ -122,7 +122,7 @@ dynamical differential equations are:
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= 0 \in \mathbb{R}^p
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and combined with Eq. :math:numref:`eq-dep-speeds-repeat` give a set of
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:math:`n` differential algebraic equations of differentiation index 1.
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:math:`n` differential algebraic equations.
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You can time differentiate Eq. :math:numref:`eq-dep-speeds-repeat` to get:
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@@ -633,8 +633,7 @@ time derivatives.
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Frs_tilde.shape, me.find_dynamicsymbols(Frs_tilde)
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Combined with :math:`\bar{f}_n`, the dynamical differential algebraic
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equations of index 1, :math:`\bar{f}_d(\dot{\bar{u}}, \bar{u}, \bar{q}, t)`,
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are formed:
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equations, :math:`\bar{f}_d(\dot{\bar{u}}, \bar{u}, \bar{q}, t)`, are formed:
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.. jupyter-execute::
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