functionplotFrictionCurve

Information

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<p>This function plots the Stribeck curve approximation which is implemented in the contact block.</p>
<p>In order to calculate the friction forces without further discontinuous events, which would decrease the simulation speed and impede controller design, we use the continuously differentiable friction model of Makkar et al. [3]. They introduced the following function of the relative velocity&nbsp;to approximate the friction coefficient&nbsp;of the characteristic Stribeck curve.</p>
<p><img src="resources/IdealizedContact/Images/equations/mue.jpg"/></p>
<p>To set the unknown constants gamma_i we use five parameters, which can be seen in the figure. The parameters mue_s&nbsp;and mue_k&nbsp;denote the coefficients of static and kinetic friction. The limit velocity v_e1&nbsp;and v_e2&nbsp;define the beginning of mixed and viscous friction. The latter is described by the proportionality factor k_v. To display the current curve attune the inputs of the function.</p>
<p><br/><br/><img src="resources/IdealizedContact/Images/mue.jpg"/></p>
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Inputs

TypeNameDefaultDescription
SI.CoefficientOfFrictionmue_k0.03coefficient of kinetic friction
SI.CoefficientOfFrictionmue_s0.04coefficient of static friction
Realk_v0gradient of viscous friction
SI.Velocityv_e10.01limit velocity of static friction
SI.Velocityv_e20.1limit velocity of kinetic friction
Realgamma1(mue_s - tanh(2*v_e1/v_e2)*gamma4 - k_v*2*v_e1)/(tanh(2*v_e1/v_e1) - tanh(2*v_e1/v_e2)) - gamma4friction parameter 1
Realgamma22/v_e1friction parameter 2
Realgamma33/v_e2friction parameter 3
Realgamma4mue_k - k_v*v_e2friction parameter 4
Realgamma5gamma2friction parameter 5
Realgamma6k_vfriction parameter 6

Contents

NameDescription
frictionCoefficientprotected