Experimental-industrial soft containers designed
to transport liquid foods such as sunflower oil are
being produced. Then soft containers, hermetically
sewn from dense material, are provided with fasteners
that are placed on the platform (1000x1200 mm) and
installed at the corners (Levachev, 1984).
The filling of the soft container is carried out
through a special valve using a pump. The platforms
can be increased to closed railway cars, large-ton
cutters. Such a wide and effective application of soft
containers today is a significant competition for
traditional containers.
Soft containers were first manufactured in 1919 by
the Japanese firm" Taiyo Kogro Co". The farm is
designed to carry a scattered load on the railway, with
a small lift at the head of a soft container named
"Taykon". It was then that the United States and
Western European countries began to apply the cargo.
For the first namanu, natural fibers were used – cotton
palatnos, brizent and hakozo.
They did not have a high level of resistance , and
they quickly rotted and did not have a long service life,
so the external support system, on which supports
were installed inside or outside, was made of standing
upright angular carcass.
In the middle of the 20th century, the development
of the chemical industry of the 1950s and 1970s,
synthetic polyamide and paliefir fibers were applied
when working the edges of the load canter. Polyamide
fibers (nylon, Capron, perlon and hakazo) are very
resistant to chemicals, able to withstand water and
forces. Its disadvantage is wear and tear under the
influence of light, and the coefficient of stretching is
relatively high.
Polyfoil fabrics (teripen, tetran, diopen) are crispy,
resistant to sunlight and atmospheric influences, but
have the property of static electricity collection.
Fabrics from artificial fiber (viscase, artificial silk)
have also been used in cargo container Assembly,
which are robust and transmit initial 60% resistance
due to moisture exposure in their durability and
subsequent hydrolysis.
The shipping container (Big-beglar)is made of
quality, foliar before the shipping elements and now
the hook.
In the CIS countries, cargo containers with the
following description are used:
− SPK-1.5 m mainly designed for polystyrene
Transportation, two-layer, 4-hook hole
pogruzchik, loading and unloading;
− KS-superphosphate, designed for granular
polyethylene, made of poddon, rubber-added
fabric, similar in size to the current Belting
material 1.3 m3, length 910 mm, width 700 mm,
height 180 mm, climbing capacity 1.5 t;
− MK P, j-L. For different load, from rubber-
mixed fabrics visnoxa, Capron, kouchik (brands
Skms, nk, Ski and SKD), lifting holes with a
tape on MKR, J-ada ironwork.
In the above types, the weight went up to 95 kg
due to the addition of rubber as a fabric, and
sometimes it was not planked.
Currently, patents for more than 2000 inventions
have been obtained on soft containers. Despite the
large number of patents, their main elements remained
the same; loading and unloading nodes, load elements,
hanging pendants, pocket for documents.
The soft container is processed from different
fabrics according to the load mass and purpose for the
upper layer material, making 1-2 layers after the load
is filled some soft containers have a cylinder,
sometimes a parallelepiped form. Big beglar (soft
containers, Big beg–big bag) is a widely used
universal.
The most commonly used sizes of soft containers:
• two stanzas, one stanza, two stanzas, two
stanzas;
• 75x75x125 double stanza, single layer;
• 75x75x125 double stanza, double layer;
• 75x75x150 double stanza, single layer;
• 95x95x130 four stanzas, single layer;
• 95x95x150 four stanzas, single layer;
• 95x95x180 four stanzas, one layered.
3 RESULTS AND DISCUSSION
The issues of establishing the production of big-begs
in the conditions of Uzbekistan, conducting research,
calculating pressure on bags, finding fabrics that can
raise this pressure and sewing soft containers should
be considered.
We consider the structure of the container to
determine the size of the pressure on the wall of soft
containers (Figure 2).
Figure 2: Drawing to calculate the magnitude of the product
impact forces on the walls of soft containers in the q
x
layer
at a depth of Z.