A simple formulation for predicting the ultimate strength of ships

The aim of this study is to derive a simple analytical formula for predicting the ultimate collapse strength of a single- and double-hull ship under a vertical bending moment, and also to characterize the accuracy and applicability for earlier approximate formulations. It is known that a ship hull will reach the overall collapse state if both collapse of the compression flange and yielding of the tension flange occur. Side shells in the vicinity of the compression and the tension flanges will often fail also, but the material around the final neutral axis will remain in the elastic state. Based on this observation, a credible distribution of longitudinal stresses around the hull section at the overall collapse state is assumed, and an explicit analytical equation for calculating the hull ultimate strength is obtained. A comparison between the derived formula and existing expressions is made for largescale box girder models, a one-third-scale frigate hull model, and full-scale ship hulls.List of symbols A _B total sectional area of outer bottom - A _B total sectional area of inner bottom - A _D total sectional area of deck - A _S half-sectional area of all sides (including longitudinal bulkheads and inner sides) - a _s sectional area of a longitudinal stiffener with effective plating - b breadth of plate between longitudinal stiffeners - D hull depth - D _B height of double bottom - E Young's modulus - g neutral axis position above the base line in the sagging condition or below the deck in the hogging condition - H depth of hull section in linear elastic state - I _s moment of inertia of a longitudinal stiffener with effective plating - l length of a longitudinal stiffener between transverse beams - M _E elastic bending moment - M _p fully plastic bending moment of hull section - M _u ultimate bending moment capacity of hull section - M _uh ,M _us ultimate bending moment in hogging or sagging conditions - r radius of gyration of a longitudinal stiffener with effective plating [=(I _s /a _s )^1/2] - t plate thickness - Z elastic section modulus at the compression flange - Z _B ,Z _D elastic section modulus at bottom or deck - slenderness ratio of plate between stiffeners [= (b/t)(_y/E)^1/2] - slenderness ratio of a longitudinal stiffener with effective plating [=(l/r)(_y/E)^1/2] - _y yield strength of the material - _yB , _yB , _yD yield strength of outer bottom, inner bottom - _yS deck, or side - _u ultimate buckling strength of the compression flange - _uB , _uB , _uD ultimate buckling strength of outer bottom - _uS inner bottom, deck, or side     

材料、结构和工艺因素对高强度螺栓疲劳性能的影响试验研究

对影响高强度螺栓疲劳性能的材料、结构和工艺等因素进行了较广泛的对比试验研究。比较了6种材料疲劳试样的疲劳性能;考察了硬度、再回火、去应力退火、表面脱碳、滚丝/磷化的先后顺序、头下圆角粗糙度、滚丝轮螺纹牙形、头下圆角过渡形式等因素对高强度螺栓疲劳性能的影响。     

城市道路交通噪声影响模糊评价

采用模糊综合多级评判方法评价城市道路交通环境噪声污染,其中包含了道路交通噪声对居民的实际冲击影响的综合比较评价,能够清晰地确定所测小区受噪声影响的程度,并通过实例验证了该方法的有效性和科学性。     

预制空心板结构性能检验方法探讨

预制空心板常需要进行结构性能检验，即对构件进行承载力、挠度和裂缝宽度（或抗裂）检验，本文着重介绍了其检验荷载计算和加载程序。     

滑模摊铺水泥混凝土路面施工配合比计算方法

本文针对我国目前大规模采用滑模摊铺机施工高速公路水泥混凝土路面，为适应滑模摊铺施工机械性能，充分发挥滑模摊铺机施工优势，确保水泥混凝土路面强度、平整度等指标而提出的水泥混凝土施工配合比计算方法。     

低强度桩复合地基处理桥头跳车现场试验研究

介绍了浙江台州浃里陈大桥成功地采用低强度混凝土桩复合地基处理桥头跳车问题，同时通过现场载荷试验、桩顶和桩间土的土压力测试以及沉降观测，较全面地研究了低强度桩复合地基承载力和桩土受力特性以及沉降变化规律，得到了一些可供理论研究和工程实践借鉴的有益结论。     

潭邵高速公路顺层滑坡整治

通过对某顺层古滑坡的现场调查，分析判断出古滑坡的滑动范围、滑动面，并对滑动面抗剪强度参数进行了反分析计算。据此对古滑坡体进行了初步整治设计，实际整治时未进行防水措施，抗滑指标进一步下降，并对此时软化滑动面抗剪强度进行了计算分析。结果对K89-95段的调查分析，对此区段的切方边坡违背工程地质选线原则导致的后果进行了反思。     

汽车无线电导向行驶系统

介绍GPS系统概况、GPS全球卫星定位系统的基本原理及固定电台汽车导向行驶系统。     

超早强修补水泥混凝土早强机理研究

通过室内试验测试并分析了修补混凝土强度增长、收缩特性、新旧混凝土粘结强度等技术性能,并采用热重分析探讨了混凝土早强机理。结果表明,超早强系列修补混凝土能够满足6h通车要求,并且具有早期强度高、后期强度增长稳定无衰减、干缩及温缩性好、新旧断面粘结强度高等优点;差热分析表明,修补剂的加入减少了氢氧化钙晶体数量,提高了修补混凝土的早期强度。最终试验路的4年成功应用验证了室内研究成果。     

考虑抗力随时间变化的既有钢筋混凝土桥梁承载能力可靠度评估方法

针对既有钢筋混凝土桥梁的特点 ,讨论了结构抗力的衰减模型 ,并提出了根据已有抗力信息采用回归分析方法及最小二乘法确定或修正模型参数的方法 ;建立了以现时刻为分析时间起点的考虑抗力随时间变化的继续使用期内承载能力可靠度分析模型 ,并讨论其求解方法。应用所研究的方法对一座实际钢筋混凝土桥梁的承载能力可靠度进行了分析和评估 ,为该桥的维修加固决策提供了重要的依据