石油上游投资的修正直线折旧模型

O. Ogolo, Ere Iyalla, Salahudden M. Tahir, Emeka Ileogbunam, Frank Egede, Ayodele Obe
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引用次数: 0

摘要

折旧是一种用于从任何油气田开发和生产石油的资产或设施收回成本的方法。用直线折旧法来折旧资产的挑战在于,它没有考虑到货币的时间价值。随着时间的推移,货币的价值会发生变化。折旧期后收回的金额通常少于资产的未来价值。这是因为今天的货币价值与明天的货币价值不一样。因此,有必要将货币的时间价值纳入直线折旧模型。本研究考虑将货币的时间价值纳入折旧方程。将货币的时间价值概念引入到传统的直线折旧方程中。利用电子表格方法建立了石油经济模型。利用该模型对修正后的直线折旧模型对石油投资盈利能力的影响进行了评价。考虑了两种石油投资情景。场景1采用传统的折旧模型。场景2采用修改后的折旧模型进行对比分析。评估了传统折旧模型和改进后的折旧模型对投资盈利能力的影响。当油价为50美元/桶时,承包商的NCF分别为2.14亿美元和3.17亿美元。而当油价为50美元/桶时,东道国政府对情景1和情景2的NCF分别为6.27亿美元和5.24亿美元。有人指出,将货币的时间价值纳入折旧方程增加了承包商的非现金流。这使得承包商能够减轻随着时间的推移,由于通货膨胀导致的资产价值相关风险的影响。修正后的折旧模型使石油财政安排更具吸引力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modified Straight-Line Depreciation Model for Upstream Petroleum Investment
Depreciation is a method used to recover the cost of an asset or facility used to develop and produce petroleum from any oil and gas field. The challenge with the straight-line depreciation method used to depreciate an asset was, it does not take into consideration the time value of money. Over time, the value of money changes. The amount recovered after the depreciation period is usually less than the future value of the asset. This is because the value of money today is not the same as the value of money tomorrow. Hence, there was the need to incorporate the time value of money into the straight-line depreciation model. This research considered the incorporation of the time value of money into the depreciation equation. The conventional straight-line depreciation equation was modified by incorporating the time value concept of money into the equation. A petroleum economic model was developed using a spreadsheet approach. The model was used to evaluate the impact of the modified straight-line depreciation model on the profitability of petroleum investments. Two petroleum investment scenarios were considered. Scenario 1 had the conventional depreciation model. Scenario 2 had the modified depreciation model for comparative analysis. The effect of the conventional and modified depreciation model on the profitability of the investment was evaluated. The NCF of the contractor for Scenarios 1 and 2 when the oil price was $50/bbl was $214 MM and $317 MM respectively. While the NCF of the host government for Scenarios 1 and 2 when the oil price was $50/bbl were $627 MM and $524 MM respectively. It was observed that the incorporation of the time value of money into the depreciation equation increased the NCF of the contractor. This allowed the contractor to mitigate the effect of risk associated with the value of the asset over time due to inflation. The modified depreciation model made the petroleum fiscal arrangement more attractive.
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