References
Altmann, P. G. (1954) Communications to Grodzinski, P. and M’Ewen, E., Link
mechanisms in modern kinematics. Proceedings of the Institution of Mechanical
Engineers, 168(37), 889–896.
Altmann, S. L. (1986) Rotations, quaternions, and double groups, Oxford University Press, Oxford.
Baker, J. E. (1975) The Delassus linkages. Proceedings of Fourth World Congress
on the Theory of Machines and Mechanisms, Newcastle upon Tyne, England,
8–13 September, paper No. 9, 45–49.
Baker, J. E. (1979) The Bennett, Goldberg and Myard linkages – in perspective.
Mechanism and Machine Theory, 14(4), 239–253.
Baker, J. E. (1980) An analysis of the Bricard linkages. Mechanism and Machine
Theory, 15(4), 267–286.
Baker, J. E. (2002) Displacement- closure equations of the unspecialised doubleHooke’s-joint linkage. Mechanism and Machine Theory, 37(10), 1127–1144.
Baker, J. E. and Hu, M. (1986) On spatial networks of overconstrained linkages.
Mechanism and Machine Theory, 21(5), 427–437.
Baker, J. E. and Yu, H. C. (1983) Re- examination of a Kempe linkage. Mechanism
and Machine Theory, 18(1), 7–21.
Ball, R. S. (1876) The theory of screws: A study in the dynamics of a rigid body,
Hodges Foster.
Beggs, J. S. (1966) Advanced Mechanism, Macmillan Company, New York.
Bennett, G. T. (1903) A new mechanism. Engineering, 76, 777–778.
Bennett, G. T. (1914) The skew isogram mechanism. Proceeding of London Mathematics Society, 2nd series, 13, 151–173.
Beverley, D. (1999) Tiling and mosaics in a weekend, Merehurst, London.
Briand, S. and You, Z. (2007) New deployable mechanisms, Report 2293/07,
Department of Engineering Science, University of Oxford.
Bricard, R. (1897) Mémoire sur la théorie de l’octaedre articulé. Journal de mathématiques pures et appliquées, Liouville 3, 113–148.
Bricard, R. (1927) Leçons de cinématique. Tome II Cinématique Appliquée,
Gauthier- Villars, Paris, 7–12.
Cahyono, E. and Chen, Y. (2009) Smart structure of Kaleidocycle. Proceedings of
the URECA@NTU 2008–09.
Calladine, C. R. (1978) Buckminster Fuller’s ‘tensegrity’ structures and Clerk Maxwell’s rules for the construction of stiff frames. International Journal of Solids
and Structures, 14(2), 161–172.
Altmann, P. G. (1954) Communications to Grodzinski, P. and M’Ewen, E., Link
mechanisms in modern kinematics. Proceedings of the Institution of Mechanical
Engineers, 168(37), 889–896.
Altmann, S. L. (1986) Rotations, quaternions, and double groups, Oxford University Press, Oxford.
Baker, J. E. (1975) The Delassus linkages. Proceedings of Fourth World Congress
on the Theory of Machines and Mechanisms, Newcastle upon Tyne, England,
8–13 September, paper No. 9, 45–49.
Baker, J. E. (1979) The Bennett, Goldberg and Myard linkages – in perspective.
Mechanism and Machine Theory, 14(4), 239–253.
Baker, J. E. (1980) An analysis of the Bricard linkages. Mechanism and Machine
Theory, 15(4), 267–286.
Baker, J. E. (2002) Displacement- closure equations of the unspecialised doubleHooke’s-joint linkage. Mechanism and Machine Theory, 37(10), 1127–1144.
Baker, J. E. and Hu, M. (1986) On spatial networks of overconstrained linkages.
Mechanism and Machine Theory, 21(5), 427–437.
Baker, J. E. and Yu, H. C. (1983) Re- examination of a Kempe linkage. Mechanism
and Machine Theory, 18(1), 7–21.
Ball, R. S. (1876) The theory of screws: A study in the dynamics of a rigid body,
Hodges Foster.
Beggs, J. S. (1966) Advanced Mechanism, Macmillan Company, New York.
Bennett, G. T. (1903) A new mechanism. Engineering, 76, 777–778.
Bennett, G. T. (1914) The skew isogram mechanism. Proceeding of London Mathematics Society, 2nd series, 13, 151–173.
Beverley, D. (1999) Tiling and mosaics in a weekend, Merehurst, London.
Briand, S. and You, Z. (2007) New deployable mechanisms, Report 2293/07,
Department of Engineering Science, University of Oxford.
Bricard, R. (1897) Mémoire sur la théorie de l’octaedre articulé. Journal de mathématiques pures et appliquées, Liouville 3, 113–148.
Bricard, R. (1927) Leçons de cinématique. Tome II Cinématique Appliquée,
Gauthier- Villars, Paris, 7–12.
Cahyono, E. and Chen, Y. (2009) Smart structure of Kaleidocycle. Proceedings of
the URECA@NTU 2008–09.
Calladine, C. R. (1978) Buckminster Fuller’s ‘tensegrity’ structures and Clerk Maxwell’s rules for the construction of stiff frames. International Journal of Solids
and Structures, 14(2), 161–172.