Oil Spill Detection and Mapping: A 50-Year Bibliometric Analysis
Abstract
:1. Introduction
2. Materials and Methods
2.1. Bibliographic Base
2.2. Search Strategy and Screening Records
2.3. Semantic and General Network Analysis
3. Results
3.1. Publishing Trend of OSPM
3.2. Countries Contributed to OSPM Research
3.3. Most Influential Publication Features in the OSPM Field
3.4. Influential Journals in the OSPM Field
3.5. Authors Contributing to OSPM Research
3.6. Decadal Topology of Research Focus and Semantic Networks
3.7. Amount and the Number of Oil Spill in the Last 50 Years
4. Discussion
5. Conclusions
Supplementary Materials
Author Contributions
Funding
Acknowledgments
Conflicts of Interest
References
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Questions | Analysis | Source Data |
---|---|---|
What is the publishing trends of OSPM? | General statistics/Word Co-ocurrence network/Co-author spatial network | All papers |
Which countries have contributed to OSPM research? | General statistics/Co-author spatial network | All papers |
What are the influential publications in the OSPM field? | General charactheristics and citation tables/Co-ocurrence network | 25s Most cited |
What are the influential journals in the OSPM field? | General statistics/General charactheristics and citation tables | All papers/25s Most cited |
Who has contributed to OSPM research? | General statistics/General charactheristics and citation tables/Co-author spatial network | All papers/25s Most cited |
What is the research focus in different periods? | Word Co-ocurrence network | All papers |
What are the main differences in terms of the semantic network topology more evident over decades? | Topology metrics | All papers |
What is the amount and the number of tanker spill in the last 50 years? | Plots of amount and number of tanker spill | Roser (2019) |
What is the 20’s main tanker spill in the last 50 years? | Table of 20s main tanker spill | Roser (2019) |
Metrics | Description | Topological Network Metrics Characteristics |
---|---|---|
Edges Number | Act as the connections that link them to one another a series of connections (edges). | |
Nodes Number | Refers to the amount of information present in the network. | |
Average Clustering Coefficient | Measure the level at which the nodes are grouped together, as opposed to being equally or randomly connected across the network. Scores on this measure will have an inverse correlation with other statistics, including several of the centrality calculations, particularly when we are speaking at the global level (the entire graph). | |
Average degree | Assess importance through the number of direct connections (degrees) one node has to other nodes. The assumption with degree centrality is that the number of connections is a key measure of importance or influence within the network. In an undirected network we do not have the luxury of determining whether one node exerts more or less influence in a relationship; we merely see that they are in fact connected and as such are weighted equally. | |
Average Path Length | The clustering coefficient for the word co-occurrence network refers to the probability or level at which the words are grouped together. Indicates how each word is connected to its neighborhood. Average clustering coefficient is the average value of the individual or local coefficients. | |
Connected Components | Number of distinct components within the network. When our network is fully connected, a value of 1 will be returned, so there is little need for this calculation. However, in very large networks it might be difficult to visually determine whether the network is fully connected, so we can use this function to ascertain the number of components. | |
Graph Density | Measure of the level of connected edges within a network relative to the total possible value and is returned as a decimal value between zero and one. Graphs with values closer to one are typically considered to be dense graphs, while those closer to zero are termed as sparse graphs. | |
Network Diameter | Refers to the maximum number of connections required to traverse the graph. Another way to look at it is knowing how many steps it takes for the two most distant nodes in the network to reach one another |
Shipname/Platform | Year | Location | Spill Size (Tonnes) |
---|---|---|---|
DEEPWATER HORIZON | 2010 | Macondo Prospect, Central Gulf of Mexico | 780,000 |
ATLANTIC EMPRESS | 1979 | Off Tobago, West Indies | 287,000 |
ABT SUMMER | 1991 | 700 nautical miles off Angola | 260,000 |
CASTILLO DE BELLVER | 1983 | Off SaIdanha Bay, South Africa | 252,000 |
AMOCO CADIZ | 1978 | Off Brittany, France | 223,000 |
HAVEN | 1991 | Genoa, Italy | 144,000 |
ODYSSEY | 1988 | 700 nautical miles off Nova Scotia, Canada | 132,000 |
SEA STAR | 1972 | Gulf of Oman | 115,000 |
SANCHI* | 2018 | Off Shanghai, China | 113,000 |
IRENES SERENADE | 1980 | Navarino Bay, Greece | 100,000 |
URQUIOLA | 1976 | La Coruna, Spain | 100,000 |
HAWAIIAN PATRIOT | 1977 | 300 nautical miles off Honolulu | 95,000 |
INDEPENDENTA | 1979 | Bosphorus, Turkey | 95,000 |
JAKOB MAERSK | 1975 | Oporto, Portugal | 88,000 |
BRAER | 1993 | Shetland Islands, UK | 85,000 |
AEGEAN SEA | 1992 | La Coruna, Spain | 74,000 |
SEA EMPRESS | 1996 | Milford Haven, UK | 72,000 |
KHARK 5 | 1989 | 120 nautical miles off Atlantic coast of Morocco | 70,000 |
NOVA | 1985 | Off Kharg Island, Gulf of Iran | 70,000 |
KATINA P | 1992 | Off Maputo, Mozambique | 67,000 |
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Vasconcelos, R.N.; Lima, A.T.C.; Lentini, C.A.D.; Miranda, G.V.; Mendonça, L.F.; Silva, M.A.; Cambuí, E.C.B.; Lopes, J.M.; Porsani, M.J. Oil Spill Detection and Mapping: A 50-Year Bibliometric Analysis. Remote Sens. 2020, 12, 3647. https://doi.org/10.3390/rs12213647
Vasconcelos RN, Lima ATC, Lentini CAD, Miranda GV, Mendonça LF, Silva MA, Cambuí ECB, Lopes JM, Porsani MJ. Oil Spill Detection and Mapping: A 50-Year Bibliometric Analysis. Remote Sensing. 2020; 12(21):3647. https://doi.org/10.3390/rs12213647
Chicago/Turabian StyleVasconcelos, Rodrigo N., André T. Cunha Lima, Carlos A. D. Lentini, Garcia V. Miranda, Luís F. Mendonça, Marcus A. Silva, Elaine C. B. Cambuí, José M. Lopes, and Milton J. Porsani. 2020. "Oil Spill Detection and Mapping: A 50-Year Bibliometric Analysis" Remote Sensing 12, no. 21: 3647. https://doi.org/10.3390/rs12213647
APA StyleVasconcelos, R. N., Lima, A. T. C., Lentini, C. A. D., Miranda, G. V., Mendonça, L. F., Silva, M. A., Cambuí, E. C. B., Lopes, J. M., & Porsani, M. J. (2020). Oil Spill Detection and Mapping: A 50-Year Bibliometric Analysis. Remote Sensing, 12(21), 3647. https://doi.org/10.3390/rs12213647