PMS和AGO储罐图的数字化转换

E. Ayodele, Ndubuisi Chukuigwe, Oshogwe Akpogomeh, Ibrahim Bilal
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引用次数: 0

摘要

石油产品在到达最终消费者之前需要从不同的地方进行储存和运输,在那里需要储罐。多年来,采用干湿捆扎法校准储罐的方法已发展成为最先进的设备。校准图用于确定和了解给定储罐中石油产品高度的储罐中流体的体积。用积分法计算储罐容积有很多误差来源,从而影响容积的计算结果,并因储罐校准不准确而造成收益损失。由于计算错误或计算误差导致的收入损失,解决这些计算问题的快速、动态和经济的解决方案势在必行。在储罐捆扎后,储罐图已交付日常使用和财务流程,为了准确报告库存石油产品,需要将计算误差降至最低,这是温度、密度和体积校正因子的函数。本文旨在通过对库存产品总量计算过程的半自动化,使计算结果无误差,从而解决这一问题。本文使用了本文中的方法并对存储设施x进行了测试运行。本文展示了如何使用excel电子表格的虚拟方法完成校准水箱的计算,并将其转换为有效使用的软件,并使百分比误差几乎为零。这种计算方法得到的结果是无误差的,不存在人为误差。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Digital Transformation of Storage Tank Chart For PMS and AGO
Petroleum product needs to be stored and transported from various sources before they get to the final consumers, there by requiring storage tanks. Calibration of storage tank by dry and wet strapping process have evolved over the years with state-of-the-art facilities. The calibration charts are used to determine and know the volume of fluid in a tank given the height of the petroleum products stored in the tank. Calculating volume of a tank with the integration method has a lot of sources of error thereby affecting the result of the volume calculated and causing losses in revenue due to inaccurate calibrated tanks. With the losses in revenue due to wrong computations or computational errors, a fast, dynamic and cost-effective solutions become imperative to solve these computation problems. The tank charts having been delivered for daily usage and fiscalization process after the tank strapping process, calculation errors need to be minimized in order to report accurately petroleum products in stocks, which is a function of temperature, density and volume correction factor. This paper aims to solve the problem by semi automating the process of calculating total volume of product in stock with error free results. Approach in this paper was used and test run for a storage facility X. This paper shows how calculations from calibrated tanks can be done with a virtual method using excel spreadsheet and converted into a software for effective use and making percentage error almost zero. The results obtained from this method of computation were error free and devoid of human errors.
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