What are Besom drowns?

BESOM pockets are pockets that are cut on clothing rather than sewn. Generally, they have a reinforced trim or pipes along the pocket slot. This edge may take the form of another strip of substance or sewing. Besom pockets are commonly found on clothing such as tuxedo jackets and men's pants, but can be adapted to almost any clothing. This is because they are connected to the outside of the garment and sewing around their entire edge. On the other hand, the Besom pockets are known as set-in because they are connected to the point inside the clothing and stitched only on their upper edge. It can be functional sewing; decorative strip of fabric such as satin; Or a more complicated pattern for decorative clothing. Satinstrip is most often used in tuxedo jackets or men jackets for a more formal look. Besom pockets may have a flap or buttons when opening, or they can be simple.

is also possibleHave a pocket with a double scythe that has two strips of reinforced edge. The first belt is along the edge of the pocket that opens, and the second is just above it. When the pocket is closed, the double scythe appears as two lines that run together parallel.

BESOM pockets are alternatively called pockets Bound, Welt, Piped or Reece . This is named for a sewing machine developed in 1958 by John Reece, which was able to connect the pocket, cropped the hole for it and sewed the upper edge in one cycle. Reece was a French Canadian who founded Reece Corporation, a sewing company. In 1991, his company merged with AMF Sewn products for the supply of industrial sewing mepheres by the fashion industry.

One of the disadvantages of the BESOM pocket is that it is not as functional as the pocket . This is partly due to a lack of sewing along the lower edge of the pocket. In addition, the inner pocket insert is usually made of thin material to maintain the smooth appearance of the clothing. This limits its ability dstream objects or endure repeated washing. For this reason, the BESOM pockets are most often sewn for appearance than function.