• Title/Summary/Keyword: Slip safety of cable

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A Study on an Optimal Design of Electric Snow Melting Mat for Vulnerable Walk Zone (제설기반 취약지역 보행자의 전기안전발판(융설용) 최적설계에 관한 연구)

  • Kwon, Jin Wook;Jang, Chul;Hwang, Myung Whan
    • Journal of the Korean Society of Safety
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    • v.31 no.6
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    • pp.12-18
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    • 2016
  • This paper describes an optimal design of electric snow melting mat on vulnerable walk zone. In order to design an optimal electric power of snow melting mat and protect pedestrians with a nonslip mat, with considering protection of environmental pollution from abusing of the de-icing salts added calcium chloride. We analyzed nine snow melting mats through verification experiment in the condition of $-5^{\circ}C$, depending on three different kinds of heating material, electric heating cable, carbon heating film and carbon textile film. As a consequence, the $150W/m^2$ carbon textile film mat for snow melting was identified as an optimal power input and functional performance for pedestrians' safety on vulnerable walk zone. It is expected that the $150W/m^2$ carbon textile film mat would be useful to reduce slip down accidents by human error.

Effects of Flexural Rigidity of Center Tower in Four-Span Suspension Bridges (4경간 현수교에서의 중앙주탑 휨강성의 영향)

  • Gwon, Sun-Gil;Yoo, Hoon;Choi, Dong-Ho
    • KSCE Journal of Civil and Environmental Engineering Research
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    • v.34 no.1
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    • pp.49-60
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    • 2014
  • For simple and accurate analysis for behaviors of multi-span suspension bridges which are expected to be frequently constructed as strait-crossing bridges, the deflection theory as the peculiar theory of a suspension bridge can be applied. This paper performs a structural analysis for four-span suspension bridges using the deflection theory. Simply-supported beams with tension are used for girders and the deflections of the beams due to the vertical loads and moments at supports are calculated. The calculation is performed iteratively until the deflections satisfy the compatibility equations of cables. The results of the deflection theory analysis considering tower rigidity are compared with those of the finite element analysis for verification. Importance of the tower rigidity for four-span suspension bridges is confirmed using various compatibility equations of the cable due to variation of the constraint conditions between main cable and top of towers. In addition, the simple parametric analysis for variation of the center tower rigidity is performed.