Clarifying Tsuji damping doc, removing overloaded variable
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@ -235,12 +235,14 @@ given by:
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.. math::
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\eta_n = \alpha (m_{eff}k_n)^{1/2}
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\eta_n = \alpha (m_{eff}k_{nd})^{1/2}
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For normal contact models based on material parameters, :math:`k_n = 4/3Ea`. This
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damping model is not compatible with cohesive normal models such as *JKR* or *DMT*.
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The parameter :math:`\alpha` is related to the restitution coefficient *e*
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according to:
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where :math:`k_{nd}` is an effective harmonic stiffness equal to the ratio of
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the normal force to the overlap. For example, :math:`k_{nd} = 4/3Ea` for a
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Hertz contact model based on material parameters with :math:`a` being
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the contact radius of :math:`\sqrt{\delta R}`. This damping model is not
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compatible with cohesive normal models such as *JKR* or *DMT*. The parameter
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:math:`\alpha` is related to the restitution coefficient *e* according to:
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.. math::
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