Pages that link to "Item:Q642239"

The following pages link to Exact solutions of nonlinear equation of rod deflections involving the Lauricella hypergeometric functions (Q642239):

Displaying 9 items.

• Exact curvature elastica of a thin cantilever under terminal loads (Q1002408) (← links)
• Elliptic integral solutions of spatial elastica of a thin straight rod bent under concentrated terminal forces (Q1027827) (← links)
• Fundamental equations of large spatial deflection problems of rods and its application to drilling engineering (Q1317099) (← links)
• Motions about a fixed point by hypergeometric functions: new non-complex analytical solutions and integration of the herpolhode (Q1785904) (← links)
• Large deflection of cantilever rod pulled by cable (Q2010083) (← links)
• A nonlocal elastica inspired by flexural tensegrity (Q2213020) (← links)
• Hypergeometric solutions to a three dimensional dissipative oscillator driven by aperiodic forces (Q2294926) (← links)
• Legendre hyperelliptic integrals, \(\pi\) new formulae and Lauricella functions through the elliptic singular moduli (Q2406719) (← links)
• The mechanics of bending a strip of paper (Q6046424) (← links)