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Table 2 Simulation parameters

From: Modeling and control of planar slippage in object manipulation using robotic soft fingers

Length (m)

Inertia (kgm2)

Mass (kg)

Coefficients

\(l_1\)

0.025

\(I_{c_1}^{xx}\)

\(m_1 l_1^2/12\)

\(m_1\)

0.02

c

0.012

\(l_2\)

0.20

\(I_{c_1}^{yy}\)

\(m_1 l_1^2/12\)

\(m_2\)

0.2

\(\gamma\)

0.02

\(l_3\)

0.20

\(I_{c_1}^{zz}\)

0

\(m_3\)

0.2

k

3

\(l_{c_1}\)

\(l_1/2\)

\(I_{c_2}^{xx}\)

0

\(m_o\)

0.1

\(C_{\text {eq}}\)

300 (Nm/s)

\(l_{c_2}\)

\(l_2/2\)

\(I_{c_2}^{yy}\)

\(m_2 l_2^2/12\)

  

\(\mu _c\)

0.5

\(l_{c_3}\)

\(l_3/2\)

\(I_{c_2}^{zz}\)

\(m_2 l_2^2/12\)

  

\(\mu _g\)

0.1

R

0.02

\(I_{c_3}^{xx}\)

0

  

\(\lambda _c\)

0.620r (m)

W

0.02

\(I_{c_3}^{yy}\)

\(m_3 l_3^2/12\)

  

\(\lambda _g\)

0.0674 (m)

a

0.20

\(I_{c_3}^{zz}\)

\(m_3 l_3^2/12\)

    

b

0.15

\(I_o\)

\(m_o(a^2+b^2)/12\)

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