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Models for optimum decision makingcr...

Murty, Katta G.

Models for optimum decision makingcrude oil production and refining /

Record Type:	Electronic resources : Monograph/item
Title/Author:	Models for optimum decision makingedited by Katta G. Murty.
Reminder of title:	crude oil production and refining /
other author:	Murty, Katta G.
Published:	Cham :Springer International Publishing :2020.
Description:	xiii, 81 p. :ill., digital ;24 cm.
Contained By:	Springer eBooks
Subject:	Petroleum industry and tradeMathematical models.
Online resource:	https://doi.org/10.1007/978-3-030-40212-9
ISBN:	9783030402129$q(electronic bk.)

Models for optimum decision makingcrude oil production and refining /
Models for optimum decision makingcrude oil production and refining /[electronic resource] :edited by Katta G. Murty. - Cham :Springer International Publishing :2020. - xiii, 81 p. :ill., digital ;24 cm. - International series in operations research & management science,v.2860884-8289 ;. - International series in operations research & management science ;v. 140..

Chapter 1. History of Crude Oil Refining -- Chapter 2. Operations Inside a Crude Oil Refinery -- Chapter 3. How Much Crude Oil Should an Oil Exporting Country Produce Annually for Export?- Chapter 4. Clustering Problems in Offshore Drilling of Crude Oil Wells -- Chapter 5. A Product Mix Optimization Application at Saudi ARAMCO -- Chapter 6. Product Blending Operations in Crude Oil Refineries -- Chapter 7. Crude Oils Blending in Oil Refineries to Prepare Feedstock into Crude Distillation -- Chapter 8. Pump Allocation at a New Zealand Oil Refinery.

This book considers the problem of determining how many barrels of crude oil an oil-producing and exporting country should produce annually for export―along with several other important problems that decision-makers in the crude oil industry face―and discusses procedures for ﬁnding optimum solutions for them. It considers the important Objective Functions they need in making these critical decisions, and discusses procedures to ﬁnd the best solutions. Outputs from the treatment units, in an oil reﬁnery are only semi-ﬁnished products; these are blended into ﬁnished products like gasoline, diesel oil, etc., meeting various speciﬁcations that the marketplace demands. The book discusses models for solving these problems optimally with examples.

ISBN: 9783030402129$q(electronic bk.)

Standard No.: 10.1007/978-3-030-40212-9doiSubjects--Topical Terms:

859404
Petroleum industry and trade
--Mathematical models.

LC Class. No.: HD9560.5 / .M634 2020

Dewey Class. No.: 338.2728

Models for optimum decision makingcrude oil production and refining /
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245 0 0 $a Models for optimum decision making $h [electronic resource] : $b crude oil production and refining / $c edited by Katta G. Murty.
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505 0 $a Chapter 1. History of Crude Oil Refining -- Chapter 2. Operations Inside a Crude Oil Refinery -- Chapter 3. How Much Crude Oil Should an Oil Exporting Country Produce Annually for Export?- Chapter 4. Clustering Problems in Offshore Drilling of Crude Oil Wells -- Chapter 5. A Product Mix Optimization Application at Saudi ARAMCO -- Chapter 6. Product Blending Operations in Crude Oil Refineries -- Chapter 7. Crude Oils Blending in Oil Refineries to Prepare Feedstock into Crude Distillation -- Chapter 8. Pump Allocation at a New Zealand Oil Refinery.
520 $a This book considers the problem of determining how many barrels of crude oil an oil-producing and exporting country should produce annually for export―along with several other important problems that decision-makers in the crude oil industry face―and discusses procedures for ﬁnding optimum solutions for them. It considers the important Objective Functions they need in making these critical decisions, and discusses procedures to ﬁnd the best solutions. Outputs from the treatment units, in an oil reﬁnery are only semi-ﬁnished products; these are blended into ﬁnished products like gasoline, diesel oil, etc., meeting various speciﬁcations that the marketplace demands. The book discusses models for solving these problems optimally with examples.
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