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Abstract: The work presents the results of preliminary strength design of a thin-walled structure based on double-tee section loaded with a torsion moment. One of the solutions to this problem is considered, in which the torsional
box is introduced in the central part. Then, one constructs a series of solution variants that differ in the torsional box length. In the design one uses the method of statically admissible discontinuous stress fields (SADSF)
assuming the condition of equalized equivalent stress in the limit state.
The work is complemented with elastic FEM analyses of one of the solution variants. Using this example, one shows good load-carrying properties of structures designed with the SADSF method, and proves that they could be several times better than the properties of structures designed with traditional or intuitive ways.
B I B L I O G R A F I A[1] Bodaszewski W. and Szczepiński W. (2005): Shaping structure elements by the method of discontinuous stress fields. Warsaw: BEL Studio, PWN (in Polish).
[2] Bodaszewski W. (2013): Statical analyses and shaping of complex thin-walled structures. Warsaw: BEL Studio (in Polish).
[3] Bodaszewski W. (2004,2005): Algorithms of the method of statically admissible discontinuous stress fields (SADSF). Engineering Transactions, vol.52, No.3, pp.175-193
vol.52, No.4, pp.281-302
vol.53, No.1, pp.15-30
vol.53, No.2, pp.119-131.
[4] Dietrich L., Miastkowski J. and Szczepiński W. (1970): Load-carrying capacity of structural elements. Warsaw: PWN (in Polish).
[5] Frąckiewicz H. et al. (1985): Joints and Structural Connections. Warsaw: WNT (in Polish).
[6] Szczepiński W. (1968): Plastic Design of Machine Parts. Warsaw: PWN (in Polish).
[7] Szczepiński W. and Szlagowski J. (1990): Plastic design of complex shape structures. Warsaw - Chichester: Ellis Horwood and PWN.
[8] Szlagowski J. (1990): Methodology of strength design of structural elements according to the limit load carrying capacity criterion. IFTR Reports, 25 (in Polish).
[9] Zowczak W. (2004): Strength design by means of slip-line method. MONOGRAFIE, STUDIA, ROZPRAWY M-41, Wydawnictwo Politechniki Świętokrzyskiej, Kielce (in Polish).
[10] Markiewicz I. (2007): Analysis of elastic effort fields in truck frame designed by the SADSF method. Eksploatacja i Niezawodność - Maintenance and Reliability, vol.2, No.34, pp.22-27.
[11] Markiewicz I. (2013): Investigating the behaviour of structures designed with the SADSF method. MONOGRAFIE, STUDIA, ROZPRAWY M47, Wydawnictwo Politechniki Świętokrzyskiej, Kielce (in Polish).
[12] Bendsoe M.P. and Sigmund O. (2003): Topology Optimization: Theory, Methods, and Applications. Springer.
[13] Huang X. and Xie Y.M. (2010): Evolutionary Topology Optimization of Continuum Structures. Methods and Applications. Willey.
[14] Mróz Z. and Bojczuk D. (2003): Finite topology variations in optimal design of structures. Structural and Multidisciplinary Optimization, vol.25, No.3, pp.153-173.