本篇代写assignment-对混凝土板的拓扑优化加固讲了利用CFRP对混凝土板进行拓扑优化加固是其主要应用之一。并将拓扑优化方法应用于CFRP型聚合物加固混凝土板的设计中。负荷能力普遍增加。钢筋的作用区域被认为会产生作用荷载，这对于确定如何提高与CFRP一起使用的材料的整体强度是有用的。本篇代写assignment文章由新西兰第一论文 Assignment First辅导网整理，供大家参考阅读。
CFRP made use of topology optimization for reinforcement of concrete slabs is one of the major uses. Topology optimization is achieved when applying the design of reinforcement concrete slabs along with the CFRP style of polymers as well. The load capacity increases generally. The region of application of the reinforcement is seen to result in an acting load and this is useful for identifying how to improve the overall strength of the material used along with CFRP. Researchers however also present some form of concerns in theory and in practical uses. In particular, the issue with respect to density and strengthening are discussed here as these are the critical reasons for making use of the CFRP in the first place. Now it is seen that in the creation of the topology optimization, it is possible to ensure that less density is achieved. This is termed as the density method and this is usually a very strong and fast approach when it comes to optimization. The second of the approach is what is called the automated optimization process, and here it the needed data to understand how to improve the stiffness and the strength is input and based on results, the conventional technique is then augmented. The use of these form of automations in understanding topology optimization along with input of newer materials makes the entire process much more down to scale. Application of the technique is usually based on the optimization required. All the techniques are mostly ad hoc which means they are created based on the situation, more than the generic results that the researchers have claimed. In thus applying optimization, it could be said that the strengthening of concrete slabs are achieved in construction and engineering. The material quantity that is used is usually checked to make sure that it is also kept as minimal as possible, as this would then result in the overall cost reduction. Finally, it can be said that topology optimization can be effective as a tool to better the strength of reinforcement concrete when it understands the capability of CFRP. Other researchers like Cunha & Cahves (2014) make use of a different topology optimization procedure and software. The process that is made use of here is a technique with numerical simulations. Authors claim that the form of topology optimization procedure that they present is one that could be made use of for single slabs or for multiple slabs.
Authors state that the tools could be made use of with CFRP or other FRPs. However, the use of the carbon fiber is seen to lead to increased resilience overall. Numerical simulations method unlike automated simulations helps the researcher to check for the form of externa strengthening that is required and negate any form of simulation related errors, etc. Here, the use of the Finite element method also makes the research more proper and with less propensity to err. Automated topology optimization is also suggested by the researchers especially in the case of once again checking for the optimized region for placement (Arduini and Nanni, 1997). A study on the different forms of optimization achieved presented the following benefits. Primarily, it was seen that there are less forms of concrete cracking observed here. In the past, the same work which was made use of steel only might have made use of it because of the wide popularity of its use along with strength and other measures (Arduini & Nanni, 1997). Now CFRP and GFRP in the case of the construction industry might not have a similar kind of exposure. However, it is possible to advocate for the use of CFRP based on its characteristics alone. It leads to less cracking, boundary conditions and reinforcement rate. When making use of it in manufacturing and other forms of utility industries, one main thing to be aware of is the similarities in the topology optimization results obtained by the maximum stiffness and ultimate strength criteria that researchers claim. Gains are found in the stiffness and strength of reinforced parts. A comparison with conventional reinforcement techniques is seen to usually demonstrate that topology optimization can be a useful tool for defining the region of reinforcement, allowing for material cost savings.