A Catalog of Special Plane Curves

By J. Lawrence. 2013

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Isogeometric vibration analysis of free-form Timoshenko curved beams (2015, background): “The geometry of the Tschirnhausen’s cubic curved beam is defined as follows [27]: 27ay 1⁄4 xðx þ 9aÞ with x 2 9a; 0 1⁄2 ; y 0; a [ 0, the length of span l 1⁄4 9a.”