The theoretical analysis based on elementary beam theory and the minimization of strain energy, is developed to predict curvatures of bicomponent fibers with arbitrary cross sections. Comparison of the present prediction with other published results is made in the case of rectangular cross section.
Brand, R.H., Bending Stiffness Factors in Conjugate Fiber Crimp, Tex. Res. J. 41, 70-75 (1971).
2.
Banbaji, J., A Theoretical Study of the Change of Curvature in Bilateral Wool Fibers as a Result of Supercontraction, J. Textile Inst . 61, 1-12 (1970).
3.
Brand, R.H. and Backer, S., Mechanical Principles of Natural Crimp of Fiber, Textile Res. J. 32, 39-49 (1962).
4.
Brown, T.D. and Onions, W.J., A Theory for the Development of Wool Fiber Crimp on Drying, J. Tex. Inst. 52 , T101-T108 ( 1961).
5.
El-Shiekh, A. , Bogdan, J.F., and Gupta, R.K., The Mechanics of Bicomponent Fibers, Textile Res. J . 41, 281-297, 916-922 (1971).
6.
Yasuda, H., Nagano, K., and Matsuo, T., The Theoretical Equation Concerned with the Radius of Helical Coil of Crimpable Fibers and Its Numerical Calculations, Seni-Gakkaishi27, 168-174 (1971).