Бас редактор Байжуманов М. К

ISSN 1607-2774 
Семей қаласының Шәкәрім атындағы мемлекеттік университетінің хабаршысы № 4(92)2020 
116 
DEVELOPMENT OF TECHNOLOGY OF MEAT PRODUCTS USING VEGETABLE RAW MATERIALS 
N. Abilmazhinova, A. Tayeva, Sh. Abzhanova, B. Dzhetpisbayeva 
The article presents the results of a study on the use of lentil flour in recipes of semi-finished meat 
products in order to create a product for herodietic purposes. The choice of lentil flour is based as an 
ingredient of meat-growing semi-finished products. The maximum possible dose of vegetable raw materials 
for semi-finished products has been established, which allows increasing their nutritional value while 
maintaining their favorable consumer properties. 
Key words: lentil flour, Herodian dish, Meat semi-finished products in pieces, nutritional value, 
combined product, spinach. 
 
МРНТИ: 30.19.15, 30.19.17
М. Bukenov
1
, Ye. Mukhametov
1
,Ye. Ospanov
2 
, S. Suleimenova
1
1
Eurasian National University named after L.N. Gumilyov, Astana 
2
University Shakarim, Semey 
NON-AXISYMMETRIC EQUATIONS OF SHELL OSCILLATIONS WITH ATTACHED MASSES 
Abstract: Thin-walled shell constructions that are capable of carrying intensive external loads are 
widely and variously used in aircraft engineering, rocket engineering, mechanical engineering, shipbuilding, 
construction and other sectors of the national economy. Modern requirements to reduction of weight-size 
parameters of flying and transport vehicles, industrial and civil constructions under condition of ensuring 
necessary durability to reliability have made calculation of their stress-strain state one of the actual problems 
of deformable solid body mechanics. Recently, a steady tendency has been observed to conduct complex 
theoretical and experimental studies of non-stationary deformation of real shell structures, usually consisting 
of several sections and characterized by the attached cargo, various supporting elements, holes and other 
complicating factors. The need to adequately define the dynamic behavior of shell systems with complex 
geometric and rheological structures leads to mathematical models that are beyond the traditional calculation 
schemes. Thus, for example, in [1] the effect of impulse waves on a cylindrical shell with solid bodies of 
different masses and moments of inertia at their ends is considered. The numerical analysis of dynamic 
reaction of objects is carried out within the framework of nonlinear theory of shells by V.V.Novozhilov. The 
vibration state and amplitude-frequency characteristics of a combined shell-and-rod structure with attached 
masses were numerically studied in [2, 3]. 
This paper presents a complete system of shell equations based on hypotheses of S.P.Timoshenko 

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