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Uses of Anti Glare Screen Barrier in Economic, Financial Analysis and Determination of Optimal Debt Capacity Ratio for a Road Project

机译:防眩网屏障在道路工程的经济,财务分析和最佳债务能力比率的确定中的用途

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摘要

Drivers of vehicles are facing problem to drive due to the glare of head light of the opposite vehicle. This reduces the speed of vehicle during night driving for the case of not providing anti glare screen barrier on the median of the divided carriageway. This speed can be increased by providing anti glare screen barrier on the median of divided carriageway. Different values of Vehicle Operating Cost (VOC) have been found for both the cases. The values of VOC savings 40% and 15% are recommended as toll tariff for commercial and passenger/bus vehicle respectively. Financial analysis has been carried out using toll rate calculated from VOC savings. Toll revenue has been determined considering effects of local traffic, leakage of traffic and toll exempted traffic. These toll rates are used to carry out financial analysis to determine optimal debt capacity ratio. This paper presents the development of a model to determine the optimal debt equity ratio based on equal and variable repayment schedule as well as proposing equal and variable depreciation and identify best model for using equity holder. The model is the combination of a financial model and a linear programming model that incorporates an objective of maximizing the return of the project from the equity holder's point of view and identify best method of repayment schedule from promoter point of view. Equal installment schedule with Written Down Value i. e., variable Depreciation Method is the best method which maximizes return on equity. To show the versatility of the model, a real case study has also been presented herein.
机译:由于对面车辆的前灯的眩光,车辆驾驶员面临驾驶问题。如果在分开的行车道的中部不设置防眩屏幕屏障的情况下,这会降低夜间驾驶时的车辆速度。通过在分隔车道的中间设置防眩网屏障,可以提高速度。对于这两种情况,已发现不同的车辆运营成本(VOC)值。建议分别将商用车和乘用车/公交车的通行费降低40%和15%。财务分析是根据VOC节省量计算的通行费率进行的。确定通行费收入时要考虑本地流量,流量泄漏和免收费流量的影响。这些通行费率用于进行财务分析,以确定最佳负债能力比率。本文提出了一种基于等额和可变还款时间表确定最佳债务权益比率的模型,并提出了等额和可变折旧的模型,并确定了使用权益持有人的最佳模型。该模型是财务模型和线性规划模型的组合,该模型合并了一个目标,即从权益持有人的角度最大化项目的回报,并从发起人的角度确定最佳的还款时间表。书面价值相等的分期付款时间表i。例如,可变折旧法是使股本回报率最大化的最佳方法。为了显示模型的多功能性,本文还提供了一个实际案例研究。

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