ring plate
Recently Published Documents


TOTAL DOCUMENTS

74
(FIVE YEARS 12)

H-INDEX

7
(FIVE YEARS 0)

2021 ◽  
Vol 228 ◽  
pp. 108932
Author(s):  
GuangYuan Wang ◽  
FaJun Yu ◽  
HuaQing Zhang ◽  
ErLin Zhang ◽  
ZhiPeng Li

Author(s):  
Y. Ge ◽  
D. Liu

Combined with transmission mode of cycloid permanent magnet gear and ring plate mechanical gear, a three-shaft ring-plate permanent magnet gear transmission structure (TRMG) is proposed and the operating mechanism of structure is given. TRMG simulation model is established and the correctness is verified by transient finite element method. Based on momentum moment theorem, TRMG start-up process and start-up position of are analyzed theoretically. By calculating TRMG torque impulse, the optimal start-up range and start-up position of TRMG are determined.


Author(s):  
Uladzimir V. Korolevich

The solution of the nonaxisymmetric stationary problem of the heat conductivity for profiled polar-orthotropic annular plates considering the heat exchange with external environment through the bases is presented. Thermophysical characteristics of the material of the plate are assumed to be temperature-independent. A constant temperature T1∗ is maintained on the inner contour of the ring plate and on the outer contour N equidistant point sources of heat with the same temperature T2∗ each are applied. Plate temperature is higher than ambient temperature T0 (T0 < T1∗ < T2∗). It is assumed that the temperature does not vary in thickness of a thin ring plate. The temperature values on the contours of the annular plate are given. There are no internal heat sources in the plate. The temperature distribution in such plates will be nonaxisymmetric.  Analytical solutions of the stationary heat conductivity problem for the following anisotropic annular plates are presented: the plate of constant thickness, the back conical and the conical plate. The Volterra integral equation of the second kind corresponding to the given differential equation of the stationary heat conductivity for profiled anisotropic annular plates is written to obtain the solution in the general case. The kernels of the integral equation for anisotropic annular plates of power and exponential profiles are given explicitly. The solution of the integral equation is written by using the resolvent. It is indicated that due to the presence of irrational functions in the kernels of the integral equation it is necessary to apply numerical methods in the calculation of iterated kernels or numerically solve the Volterra integral equation of the second kind. A formula for the calculation of temperatures in anisotropic annular plates of an arbitrary profile is given.


Author(s):  
Elena Koreneva

The paper covers the problems of combined plates with circular base and consisting of a few sections with different laws of thickness variation. Analytical methods of analysis of similar structures are not yet devel­oped. The present work suggests the analytical method for solving of the stated problems, the contact with the elas­tic subgrade is also considered. The above-mentioned approach is shown on the example of the analysis of the bot­tom of the cylindrical reservoir, resting on the elastic subgrade. The inner part of this construction is represented by the ring plate of variable thickness which increases along the direction from the internal boundary. The outer part is represented by the ring plate of the constant thickness. The influence of the elastic basis and the upper part of the reservoir is taken into consideration. The solutions for stresses and deflections of the combined plate are given in closed form in terms of Bessel functions. The conditions of the plate’s sections conjugation are fulfilled.


2019 ◽  
Vol 33 (6) ◽  
pp. 660-672
Author(s):  
Pei-wen Cong ◽  
Ying-yi Liu ◽  
Ying Gou ◽  
Bin Teng

Author(s):  
Jaime Cano-Ramírez ◽  
José Manuel Flores-Pérez ◽  
Fernando Ambriz-Colín ◽  
José Josías Ávilez-Ferrera

Keep in safe operability conditions, using the calculations to apply mechanical processes and in order to detect any anomaly that allow timely take preventive actions and repair the elements that are part of the containers in poor condition or outside the rules that govern them. In the rings using analytical methods such as the verification of thicknesses by calculating them by the methods specified in API 653 Inspection, Repair, Alteration and Reconstruction of Tanks American Petroleum Institute, finding if they are outside the appropriate regulations by comparison with what is measured in real form on the hull ring plate, whereby the method is non-destructive inspection, API 650 “Welded Steel Tanks for Petroleum Storage American Petroleum Institute (American Petroleum Institute). To carry out the relevant repairs using welding and cutting processes, assembly and maneuvers application of coatings and materials necessary according to the repair to maintain and ensure the integrity of the container improving the reliability of operation, contributing to the safety of the tanks, accessories and attached systems , as containers of highly explosive and incendiary hydrocarbon derived products.


Sign in / Sign up

Export Citation Format

Share Document