Difference between revisions of "MarineLives"
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'''MarineLives is a collaborative volunteer driven project. The project started as a spinoff from a National Archives hackathon in early 2012. We are dedicated to the collaborative transcription, linkage and enrichment of primary manuscripts from the English High Court of Admiralty, 1650-1669 (with some excursions into data from the 1630s and 1640s).''' | '''MarineLives is a collaborative volunteer driven project. The project started as a spinoff from a National Archives hackathon in early 2012. We are dedicated to the collaborative transcription, linkage and enrichment of primary manuscripts from the English High Court of Admiralty, 1650-1669 (with some excursions into data from the 1630s and 1640s).''' | ||
− | Currently, we have over 10, | + | Currently, we have over 10,700 images available (29 GB) and 11,500 pages and five million words of full text transcriptions on the MarineLives wiki |
==Material history in our C17th ship database== | ==Material history in our C17th ship database== |
Revision as of 19:17, October 3, 2017
Contents
Our volunteers
MarineLives is a collaborative volunteer driven project. The project started as a spinoff from a National Archives hackathon in early 2012. We are dedicated to the collaborative transcription, linkage and enrichment of primary manuscripts from the English High Court of Admiralty, 1650-1669 (with some excursions into data from the 1630s and 1640s).
Currently, we have over 10,700 images available (29 GB) and 11,500 pages and five million words of full text transcriptions on the MarineLives wiki
Material history in our C17th ship database
Our C17th ship quantitative database
The charts accompanying the database hint at the power of this approach, which integrates the micro and the macro, and which covers shipping across multiple countries, seas and oceans.
We would greatly appreciate your input on where to take this work
- Research questions to ask
- Ways to explore and structure the data
- Institutions who may be interested in supporting our work, whether with data, expertise or other resources
- Individuals and charitable bodies, who may wish to support our work
Please tweet us or email us with your ideas and to request copies of the latest database, which is available to all, free of charge.
We would like to recognise and thank all those who have contributed to our project (in alphabetical order), whether as volunteer transcribers, annotators, commentators, advisors, interviewees, or PhD Forum participants.
Dr Aquiles Alencar-Brayner
Dr Roberta Anderson
Deborah Ashby
Dr Gary Baker
Rachel Bates
Rowan Beentje
Michael Bennett
Dr Richard Blakemore
Lior Blum
Katie Broke
Dr James Brown
Dr Andy Burn
Elio Calcagno
Michelle María Early Capistrán
Rachel Carter
Giovanni Colavizza
Dr Justin Colson
Thierry Daunois
Dr John Davies
Thomas Davies
Jonathan Dent
Melvyn Dresner
Dr Stuart Dunn
Professor Kai Eckert
Bob Egan
Dr Charlene Eska
Louise Falcini
Emilie-Jane Farrimond
Dr Janet Few
Sara Fox
Dr Anthony Firth
Dr Ian Friel
Professor Cheryl Fury
Steve Garnett
Dr Perry Gauci
Marja Geesink
Jaap Geraerts
Jamie LH Goodall
Guy Grannum
Colin Greenstreet
Francesca Greenstreet
Dr Adam Grimshaw
Karen Gunnell
Yerevag Hagopian
Dr Liam Haydon
Phillipa Hellawell
Dr Helmer Helmers
Dr Philip Hnatkovich
Rachel E. Holmes
Dr Jenni Hyde
Steve Ives
Alex Jackson
Stefan Jäggi
Elin Jones
Sue Jones
Ross Keel
Dr Patricia Keller
William Kellett
Sara J Kerr
John Kuhn
Dr Craig Lambert
John Layt
Sjoerd Levelt
John Levin
Grace Mallon
Simon Marsh
Dr Alan Marshall
John Miller
Anne Mills
Kate Morant
Matthias Müller-Prove
Professor Steve Murdoch
Dr Shavana Musa
Harriet Richardson
Gordon O'Sullivan
Dr Katherine Parker
David Pashley
Dr Cathryn Pearce
Nga Phan-Bellis
Professor Simone Paolo Ponzetto
Jo Pugh
Patrizia Rebulla
Dr Benjamin Redding
Bethan Reynolds
Daniel Richards
Andrew Richens
Dr Mia Ridge
Dominique Ritze
Dr Gavin Robinson
Margaret Schotte
Steven Schrum
Laura Seymour
Ida Sjoberg
Dr Edmond Smith
Dr Craig Spence
Daniel Stewart-Roberts
Dr Chad Stolper
Peter Taylor
Roger Towner
Alexis Truax
Dr William Tullett
Oliver Turner
Dr Brodie Waddell
Samuel Watson
Jill Wilcox
Royline Williams-Fontenelle
Ad van der Zee
Dr Kathrin Zickermann
Dr Suze Zijlstra
Cäcilia Zirn
and the ever helpful but anonymous @_mapnut
Summer challenge, 2017: How to make money in C17th commercial shipping?
This summer the MarineLives project team is looking at the drivers of profit and loss in C17th commercial shipping. We will publish as we go and welcome comments, contradiction, and offers of help and data.
Please contact us if you would like to learn more about this summer's project and how you can help, or if you would more generally like to learn about the work of MarineLives volunteers.
Early results from our work
This puts victuals (that is food and drink) at 86% of wages, a proportion which is higher than suggested by examination of French naval accounts.
As context, 12d sterling per day per person was payed by Rene Louis de Cornouaille to to twelve mariners "for their dyet" for a period of five weeks, following the arrest of the ship the Julian until its release. This is £1.50 per person per month, assuming a thirty day month. The mariners were probably located in London during this time.[3]
A lower amount of 8d sterling a day per person was assessed for "victualling" of the 90 person company of the prize ship the Julian Cavalier (also known as the Successe), which had been taken from the French by ships of the English Parliament in 1651. This is £1.00 per person per month, assuming a thirty day month.[4]
As further context, the daily cost of a negro slave's "diet" in Angola in April 1650 is given in a High Court of Admiralty source as "ryall 40 rees or 6d sterling a day per heade", which is £0.75 per person per month, assuming a thirty day month.[5]
English Naval Estimates from September 1650 provide data on both victuals and wages as estimated by the Committee of the Navy.
- For twenty ships manned with 3,000 men for three months on the coast of Portugal, sea victuals were estimated at £1.50 per man per month (30 shillings) and sea wages were estimated at £1.40 per man per month (28 shillings).
- The same rates were estimated for a further twelve ships manned with 2,000 men for four months on the coast of Portugal.
- Slightly different estimates are given from the same source for forty ships and vessels manned with 4,200 men for six months on the coasts of England, Ireland and Scotland for the coming winter. Harbour victuals were estimated at thirty shillings per man for six weeks, so a rate of £1.00 per man per month, with harbour wages for the same men, also for six weeks, estimated at forty shillings, so a rate of £1.33 per man per month. In contrast, sea victuals were estimated for six months for 4,200 men at £1.25 per man month (25 shillings) and sea wages for the same period and same men also at £1.25 per man month (25 shillings).[6]
Further work is clearly required, and we welcome comment from academics and non-academics on our data and analysis.
Thanks to Professor Steve Murdoch, Dr Benjamin Redding, Professor Cheryl Fury and Steve Garnett for their comments and suggestions.
Our tentative answer
Michael Pearce asked us on Twitter whether more guns mean more crew, irrespective of ship burden.
Below is our tentative answer:
Our data suggest greater variation in crew per gun amongst smaller ships (up to say 200-250 tons) and for ships carrying fewer guns (say up to 10 guns per ship). Moreover, the data suggest a decline in crew per gun as ship size and gun number per ship increase.
Arguably, there is a minimum number of crew per gun of 1 per gun, and that the effective minimum is around 1.4 or 1.5 crew per gun.
Ships of 250 tons burthen and below have significantly higher crew per gun:
50-99 tons = 2.5 crew/gun, n = 6
100-149 tons = 2.2 crew/gun, n = 11
150-199 tons = 1.8 crew/gun, n = 10
200-249 tons = 2.4 crew/gun, n = 18
250-299 tons = 1.8 crew/gun, n = 10
300-349 tons = 1.6 crew/gun, n = 7
350-399 tons = 1.7 crew/gun, n = 3
400-499 tons = 1.7 crew/gun, n = 3
500 tons = 1.4 crew/gun, n = 2.
Arguably, increased gun number on smaller ships and for those with relatively few guns, had no impact on crew levels because of typically high crew to gun ratios for these ships, which could simply be reduced when more guns were added, without ading more crew.
It is only when crew to gun ratios get towards 1.4 or 1.5 that additional guns, for any particular ship burden, lead to rising crew numbers and falling man per ton ratios.
Note that this dataset of n = 70 is contained within the larger dataset of n = 118, used to create a further chart, two charts below this one. For this smaller dataset we have selected only ships where we have ship burthen, crew size and number of guns. One ship has been removed with zero guns to facilitate the fitting of an exponential curve.
Tweet us or email us with your ideas.
How might we explain these data?
Presented without reference to ship burthen, there appears to be an inverse relationship between tons per crew member and guns per 100 tons ship burthen.
Note that this dataset of n=71 is contained within the larger dataset of n = 118, used to create the chart below. For this smaller dataset we have selected only ships where we have ship burthen, crew size and number of guns. The smaller dataset appears to show a slightly stronger correlation between tons per crew and ship burthen.
Tweet us or email us with your ideas.
The significantly higher tons per man ratios revealed in Söderberg's data for 1692 is likely to be influenced by product mix, with outward ladings from Stockholm presumably containing high proportions of iron, tar and pitch. These products required relatively low manning levels per ton
In our own English High Court of Admiralty data, which are largely for English ships, a small number of Swedish ships have a tons to man ratio of 12.92 (n = 2) and a slightly larger number of English and Swedish ships carrying tar, pitch and/or iron from Stockholm or Gotenberg to London have a tons to man ratio of 10.74 (n = 4).
Transport distances have been calculated using https://sea-distances.org.
The cost of transporting goods in time of war, with much higher risk of loss, could be two or more times higher than the costs of transporting goods in times of peace for the same goods and for the same transport distances.
Transport distances have been calculated using https://sea-distances.org.
The cost of lighterage per ton of sea beer from Maudlins Lane to Blackwall, both on the River Thames, was one shilling for beer worth 39 shillings per ton (2.56% of the value of the commodity) compared with an average freight rate per ton of Canary wine between 1650 and 1653 of £4.57 from the Canaries to London and an average sale price per ton of Canary wine in London in February 1650 of £38 (12.01% of the value of the commodity).
We currently have one example of the freight charges for transporting slaves from Africa across the Atlantic (from Angola to Bahia in Brazil). It is relatively unusual to see explicit freight charges for slaves, since many slaving voyages were conducted by the owners of ships on their own accounts, or by charter party per month, with monthly freight charges, as opposed to charges per slave.
Our example puts such freight charges at just over 8% of the sale price of an Angolan slave in Bahia, Brazil (3 mill 800 res to 4 mill res freight charges in 1650 versus the expected sale price per slave in Bahia in 1650 of 48 to 49 mill res).[7]
They include the freight rate of carrying a ton of beer by lighter in the river Thames at Blackwall in 1656 [£0.05 per ton, or an old shilling] through to the carrying of fine goods back from the East Indies to London in 1654 [£23.00 per ton]
They cover short transportation distances, such as London to Rouen and Kingsale in Ireland to London through medium distances, such as Cyprus and Scanderoone to London and Brazil to Lisbon, and long distances, such as Bantam in the East Indies to London.
Freight rates per ton were set according to distance and commodity, and reflect the different manning levels required for different types and length of voyage.
The outbreak of war had significant impact on tonnage based freight rates. For example, war between England and the United Provinces in the early 1650s, sharply pushed up freight rates on galls and cotton wool from the Eastern Mediterranean to London.
Driving the higher freight rates during times of war was the need to have higher manning levels on ships, higher mariner wages per man, and higher gun intensity per tun of ship burthen.
There are two clear peaks in the data for commercial ships - the first peak is in the 55 to 99 ton burthen category and the second peak is in the 200 to 249 ton burthen category.
Admiralty Court witnesses refer to ships of 50 and 60 tons as "small" and ships of 300 to 350 tons and above as "large". The smallest ton burthen category in our analysis (1-49 ton burthen) contains lighters, some barges and hoys, and other small river and coastal vessels.
The average burthen for ships whose latest tonnage information is in the 1630s = 176 tons (n = 54)
The average burthen for ships whose latest tonnage information is in the 1640s = 169 tons (n = 28)
The average burthen for ships whose latest tonnage information is in the 1650s = 191 tons (n = 191)
The average burthen for ships whose latest tonnage information is in the 1660s = 161 tons (n = 24)
The English locations for building include Norfolk, Suffolk, Essex, London and surrounds, and Suffolk. These data miss other obvious locations for ship building in England such as Newcastle, Devon and Dorset. Undoubtedly, ships contained in our High Court of Admralty database were built at these locations, but in the absence of specific confirmation they are excluded. The non-English locations for building are dominated by the United Provinces (Holland and Zeeland) and the Spanish Netherlands (Flanders).
The right-hand side chart shows the foreign ports where a number of ships claiming to be English were purchased. The data are dominated by the United Provinces, Dunkirk and Norway. These data under-represent the number of ships claiming to be English purchased from Norwegian owners, since a number of Norwegian owned ships were sailed to London and sold in the port of London, rather than in Norwegian ports.
We would be interested in our readers comments on these data.
Are the averages and ranges in the same ballpark as data in the hands of our readers, both from the C17th and earlier and later periods?
What can you tell us about the use to which these different types of commercial vessel were put?
Riverine versus coastal versus longer distance use? Cargo types? Crew and gun levels? Rental rates?
Our current dataset for monthly rentals consists of forty-nine ships.
Twenty-seven of these are rental rates for hull plus apparel, tackle, furniture and ordinance, but excluding provisions and wages, which were to be paid directly by the renting agent.
Fourteen are rental rates for hull plus apparel, tackle, furniture and ordinance and including provisions and wages, which were to be paid by the ship owner and recovered through the monthly rental. We know the monthly rental rates for three of these fourteen also on the basis of excluding provisions and wages.
Finally, we have eight rental rates for which it is unclear on what basis the rentals were contracted.
Our current dataset consists of one hundred and one ships, of which seventy-eight ship values are unnotarised and twenty-three ship values are notarised. Notarised values are lower (average = £3.90 per ton of ship burthen) comparised with unnotarised vales (average = ££6.40 per ton of ship burthen). Notarised values show a significantly tighter range around the average and mean than do unnotarised values.
We are working on disambiguating our data, but believe the differences in averages, means and range are due to the unnotarised data being more mixed in nature. Specifically, unnotarised data tends to be generated from witness statements of ship value following the seizure of a ship. We have excluded witness valuations of ships where it is clear that the outward, interim or return lading of the ship has been included in the witness valuation. Similarly, we have excluded witness valuations of ships where it is clear that an outward monetary stock has been included in the valuation.
However, even with these exclusions, the valuation of ships during their voyage usually includes some portion of the provisions carried on board the ship. If a seizure is early in a planned long voyage, these provisions could amount from anything between six and twenty months.
Moreover, the valuations of ships during their voyage will include some attribution of value to the refitting and setting out of a ship prior to a voyage, which can vary in the case of the hull from repairs to full graving and caulking or even resheathing, and in the case of the apparel, tackle and furniture, can include totally new provision of sails, rigging, blocks and other materials. Witnesses appear to make some allowance for the wear and tear of a ship on a long voyage and sometimes comment on this when giving their unnotarised valuations in their depositions in the High Court of Admiralty.
We plan to add ship inventories to our database, sourced from High Court of Admiralty appraisements of seized ships. These inventories will provide detailed breakdowns of the value of the physical components of ships in this period.
The average age of ships for which we have age and tonnage data is 6.1 years (n=37), whereas the average age of ships for which we have age data accurate to the year for which we have no tonnage data is 7.1 years (n=41).
Dr Ian Friel has shared with us a summary of data from his unpublished survey of High Court of Admiralty inventory documents from the 1580s. His data are for a period forty to eighty years earlier than our own High Court of Admiralty data. Ian's survey found ages for thirty-nine ships, with an average age of nearly fifteen years and twenty-nine of them of ten years or more in age.
Comparison of textual and numerical data for 1630-1670, with the bulk of the data from the 1650s, suggest Admiralty Court witnesses regarded ships aged between zero and five years as "new" and ships of fourteen years and above as "old".
The average crew size for the larger dataset is 47.3, including six exceptionally manned men of war with 275 or more men per ship (n = 172). The average crew size for the smaller dataset, where we have crew number and ship tonnage is 36.5 (n=116).
We are in the process of analysing these commercial data by geography and by commodity as well as by year to look for patterns within the commercial data.
Amongst the naval ships (a category which includes both ships in the immediate service of a state as well as private men of war under commissions from a state), there is a clear pattern for smaller ships to be particularly heavily gunned.
Commercial ships carrying salt had few if any guns, in contrast to ships carrying Canary wines or cotton wool as their main return cargos.
This is likely to be driven by the low manning levels on salt ships per ton of burthen. Low manning levels meant that there were fewer people available to man guns.
We are looking at relative freight rates for salt, Canary wines and cotton wool, and at sale prices for different commodities, to see if these also drove gun levels.
Coal ships are also likely to have had few if any guns. However, most of the coal ship cases in High Court of Admiralty data concern collisions, resulting in court cases which do not ask about guns. Whereas, most of the salt ship cases in the High Court of Admiralty data concern seizures, and elicit Court cases in which gun intensity is relevant and asked about.
As we dig further into the general commercial category, we should be able to allocate a good portion of these to specific commodity groups and thus be able to improve our analysis of the drivers of guns mounted on commercial ships
The average gun number for just men of war is 22.4 (n=2). The average gun number for just commercial ships is 12.8 (n=137). Our sample of commercial ships where we have tonnage as well as gun number (n=69) has a slightly higher average gun number than for all commercial ships, where only gun number is known.
The commercial gun number average overestimates the gun carrying propensity of commercial ships, since there is a systematic tendency not to report absence of guns from smaller vessels (vessels of thirty to sixty tons burthen). Many of these vessels, particularly those involved in coastal trade or fishing, as hoys, busses and ketches, would not have carried guns.
- ↑ HCA 13/71 f.649v
- ↑ 'House of Commons Journal Volume 6: 12 September 1650', in Journal of the House of Commons: Volume 6, 1648-1651 (London, 1802), pp. 467-468. British History Online http://www.british-history.ac.uk/commons-jrnl/vol6/pp467-468 [accessed 21 September 2017]
- ↑ HCA 15/6 unfol. 111_PANA_PART_TWO_P1110620
- ↑ HCA 13/64 unfol. IMG_125_05_2784
- ↑ HCA 13/71 f.649v
- ↑ 'House of Commons Journal Volume 6: 12 September 1650', in Journal of the House of Commons: Volume 6, 1648-1651 (London, 1802), pp. 467-468. British History Online http://www.british-history.ac.uk/commons-jrnl/vol6/pp467-468 [accessed 21 September 2017]
- ↑ HCA 13/71 f.644v; HCA 13/71 f.645r