Wau bulan

Wau bulan (Jawi: واو بولن) is an intricately designed Malaysian moon-kite (normally with floral motifs) that is traditionally flown in the Malaysian state of Kelantan. It is one of Malaysia's national symbols, some others being the hibiscus. The reverse side of the fifty-cent coin of Malaysia (1989 series) features an intricately decorated wau bulan with a hummer on top.[1] The logo of Malaysia Airlines (MAS) is based on the wau kucing (cat kite).

Wau bulan on display in Pasir Gudang Kite Museum, Johor.

There are many types of wau in Malaysia, each with its own specialty. Wau kucing (cat kite) and wau merak (peacock kite) are some of the variants.

Characteristics

Wau bulan got its name from the crescent moon-like shape of its lower section (moon means "bulan" in Bahasa Melayu Malaysia). Given the right colour, wau bulan apparently resembles a rising crescent moon when flown.[2]

The size of wau bulan is bigger than any other Malaysian traditional kite. The typical size is 2.5 meters in width and 3.5 meters in length.[3] This makes the decorations painted on the kite's body to be visible when it is flown high in the air. To make it more distinctive, wau bulan is normally decorated with large, strong-coloured patterns.

  • A wau-maker in his workshop. Design details in his wau are made by cutting various layers of coloured paper. The cutting is done spontaneously.
  • Close-up of a design on a wau.
  • A wau-maker's workshop. Foreground: Wau frames. Background: A completed wau. Further background: The wau-maker.
  • Example of other types of wau. They are differentiated by the shape of the bottom wing.
gollark: If I had to guess, probably Friedrich thinks that knowing about the idea would let people understand that things can locally look flat while actually being curved.
gollark: I don't know, I haven't watched the video they were complaining about.
gollark: You can use them to approximate functions by just ignoring the last terms, since they're small for small x.
gollark: e^x = 1 + x + x^2/2 + x^3/6 + ..., for example.
gollark: A Taylor series is a way to write a function as a sum of infinitely many ax^n terms.

References
  1. FadulJ.(2009). Kites in History, in Teaching, and in Therapy. Lulu Press. ISBN 978-0-557-03771-1
  2. Kerja Khusus Sejarah PMR 2008 - Wau
  3. Types of Wau, myschoolnet.


This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.