Sampan

A sampan is a relatively flat-bottomed Chinese and Malay wooden boat. Some sampans include a small shelter on board and may be used as a permanent habitation on inland waters. Sampans are generally used for transportation in coastal areas or rivers and are often used as traditional fishing boats. It is unusual for a sampan to sail far from land, as they do not have the means to survive rough weather.

For the Chinese/English bilingual newspaper, see Sampan (newspaper).
Not to be confused with the commune in France Sampans, Jura.
Sampan on the Yangtze River (Chang Jiang), China
Sampan
Chinese舢舨
Model of sampan in Lanyang Museum

The word "sampan" comes from the original Cantonese term for the boats, sāan báan (三板), literally meaning "three planks".[1] The name referred to the hull design, which consists of a flat bottom (made from one plank) joined to two sides (the other two planks). The design closely resembles Western hard chine boats like the scow or punt. However, Pierre-Yves Manguin pointed out possible Austronesian origin of the word, attested in a Malay inscription from 684 CE.[2]

Sampans may be propelled by poles, oars (particularly a single, long sculling oar called a yuloh[3]) or may be fitted with outboard motors.

Sampans are still in use by rural residents of Southeast Asia, particularly in Malaysia, Indonesia, Bangladesh, Myanmar, Sri Lanka and Vietnam.

In the Malay community in Southeast Asia, they also use the term sampan for their boats. Large boats such as sampan panjang, kolek and perahu panjang are used and built by the Malays and Orang Laut living in their coastal villages.

  • Traditional hongtou (red-head) sampans of Shanghai, China
  • A contemporary sampan comes back from fishing, on the north coast of Java
  • Japanese sampan-like river boat. Dating from before 1886
  • Small sampan still being used for passenger transportation between islands in Hong Kong
  • A Sampan in Shanghai, China
  • Bangladeshi fisherman resting in the shade of a sampan in Barishal .
gollark: > It is widely believed that the (computable) numbers √2, π, and e are normal, but a proof remains elusive.
gollark: https://en.m.wikipedia.org/wiki/Normal_number
gollark: It's not proven that they're equally distributed.
gollark: For an example of something which is infinite but does *not* contain all possible number strings, think about, I don't know, 0.010110111... (infinite sequence of zeroes and then an increasing number of ones). That doesn't contain all possible number strings because it only contains 0 and 1.
gollark: It actually hasn't been proven to contain any possible number string.

See also

References
  1. Merriam Webster online dictionary.
  2. Manguin, Pierre-Yves. 2012. “Asian ship-building traditions in the Indian Ocean at the dawn of European expansion”, in: Om Prakash and D. P. Chattopadhyaya (eds), History of science, philosophy, and culture in Indian Civilization, Volume III, part 7: The trading world of the Indian Ocean, 1500-1800, pp. 597-629. Delhi, Chennai, Chandigarh: Pearson.
  3. "How to Scull a Boat", WOODEN BOAT #100, June 1991.
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