Formation treatment evaluation
US-9051822-B2 · Jun 9, 2015 · US
US10430872B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-10430872-B2 |
| Application number | US-201313784666-A |
| Country | US |
| Kind code | B2 |
| Filing date | Mar 4, 2013 |
| Priority date | May 10, 2012 |
| Publication date | Oct 1, 2019 |
| Grant date | Oct 1, 2019 |
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Methods are disclosed for assigning a value to a geological asset or information relating thereto in the presence of private and public sources of uncertainties. The private and public uncertainties associated with a geological asset or information associated therewith are defined, and private uncertainties are assigned a subjective probability representing the best state of knowledge currently available. A multi-dimensional valuation-time lattice is constructed using the subjective probabilities for the private uncertainties and using risk-neutral probabilities for the public uncertainties. A backward recursion through the multi-dimensional lattice is performed in order to generate a present value for the asset given the present information available. During the backward recursion, a tally of delta hedging coefficients is generated and stored in order to provide an operational “map” or “decision pathway” should the project move forward.
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What is claimed is: 1. A method for exploiting a hydrocarbon reservoir in the presence of private and public sources of uncertainties, the method comprising: a) performing a measurement on the hydrocarbon reservoir to obtain data associated with a physical property of the hydrocarbon reservoir, wherein the measurement is made using at least one of (i) well logging, (ii) a seismic survey, and (iii) an electromagnetic survey; b) defining a public uncertainty associated with the hydrocarbon reservoir and a private uncertainty associated with the hydrocarbon reservoir, wherein the private uncertainty comprises uncertainty associated with the physical property of the hydrocarbon reservoir; c) constructing a multi-dimensional lattice incorporating the private uncertainty and the public uncertainty, the lattice having a plurality of time-based nodes; d) assigning risk neutral probabilities to each public uncertainty; e) assigning subjective probabilities to each private uncertainty; f) performing a backward recursion through the multi-dimensional lattice including keeping a tally of delta hedging coefficients at each time-based node resulting from the risk neutral probabilities and the subjective probabilities to obtain a value for the hydrocarbon reservoir, wherein each time-based node represents a potential operation to be performed on the hydrocarbon reservoir; g) developing an operational map for exploiting the hydrocarbon reservoir using the delta hedging coefficients and the value of the hydrocarbon reservoir; and h) exploiting the hydrocarbon reservoir by implementing the operational map, wherein exploiting the hydrocarbon reservoir comprises at least one of (i) drilling a well within a formation that contains the hydrocarbon reservoir, (ii) producing hydrocarbons from the hydrocarbon reservoir, and (iii) performing a measurement on the hydrocarbon reservoir to obtain data associated with a physical property of the hydrocarbon reservoir; wherein processes b) through g) are each performed by a processor. 2. A method according to claim 1 , wherein the delta hedging coefficients are computed at the nodes of the lattice using the delta-hedge equation ( Δ ) t - 1 = ( NPV U ) t - ( NPV D ) t ( S U ) t - ( S D ) t where t is a time index, NPV U is an up net present value, NPV D is a down-state net present value, S U is an up price of a quantity associated with the hydrocarbon reservoir, and S D is a down price of the quantity. 3. A method according to claim 2 , wherein the quantity is a quantity of hydrocarbon, and the public uncertainty comprises the financial instrument associated with the future price of hydrocarbon and the risk neutral probabilities. 4. A method according to claim 3 , wherein the private uncertainty includes an initial hydrocarbon fraction, f init and a decline rate, β. 5. A method according to claim 1 , wherein the subjective probabilities are assigned using an average over the private uncertainties. 6. A method according to claim 1 , wherein the subjective probabilities are assigned using probability maps. 7. A method according to claim 1 , further comprising conducting a forward simulation through the multi-dimensional lattice utilizing the delta hedging coefficients to validate the value for the hydrocarbon reservoir. 8. A method according to claim 1 , further comprising: identifying an option associated with the hydrocarbon reservoir and associating the option with the multi-dimensional lattice; performing backward recursion through the multi-dimensional lattice with the associated option including keeping a tally of any of the option exercised in order to obtain the value for the hydrocarbon reservoir with the option; obtaining a value for the option by subtracting the value for the hydrocarbon reservoir from the value for the hydrocarbon reservoir with the option. 9. A method according to claim 1 , wherein the uncertainty associated with the physical property of the hydrocarbon reservoir comprises at least one of (i) uncertainty associated with a permeability of the hydrocarbon reservoir, (ii) uncertainty associated with a rock type of the hydrocarbon reservoir, (iii) uncertainty associated with a reserve size of the hydrocarbon reservoir, and (iv) uncertainty associated with quality of hydrocarbons within the hydrocarbon reservoir. 10. A method according to claim 1 , wherein the private uncertainty comprises uncertainty associated with a cost of producing hydrocarbons from the hydrocarbon reservoir. 11. A method for performing an operation on a geological asset in the presence of private and public sources of uncertainties, the method comprising: a) performing a measurement on the geological asset to obtain data associated with a physical property of the geological asset, wherein the measurement is made using at least one of (i) well logging, (ii) a seismic survey, and (iii) an electromagnetic survey; b) defining a public uncertainty associated with the geological asset and a private uncertainty associated with the geological asset, wherein the private uncertainty comprises uncertainty associated with the physical property of the geological asset; c) constructing a multi-dimensional lattice incorporating the private uncertainty and the public uncertainty, the lattice having a plurality of time-based nodes; d) assigning risk neutral probabilities to each public uncertainty; e) assigning subjective probabilities to each private uncertainty; f) performing a backward recursion through the multi-dimensional lattice including keeping a tally of delta hedging coefficients at each time-based node resulting from the risk neutral probabilities and subjective probabilities in order to obtain a value for the geological asset; g) identifying a potential operation to be performed on the geological asset; h) revising the subjective probabilities pertaining to the private uncertainty based on the potential operation to be performed on the geological asset; i) constructing a new multi-dimensional lattice incorporating the revised subjective probabilities; j) performing a backward recursion through the new multi-dimensional lattice including keeping a tally of delta hedging coefficients at each time-based node
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