scholarly journals Reflection and transmission of waves at the common interface of piezoelectric half-spaces with microstructure

2022 ◽  
Vol 101 ◽  
pp. 533-552
Author(s):  
Sonal Nirwal ◽  
Sanjeev A. Sahu ◽  
Sonali Mondal

In this paper, the automated power consumption unit is implemented by smart system technology. The interfacing could be done between the user and power sensing unit in which the collection of data is segregated and processed by the common interface bridge unit. Then, the data is transmitted to the power grid unit where the the processing and sensing power consumption is executed for the consumer in aspects of bill generation. All this kind of environment is controlled by the Internet of Things (IoT) substances and regulated by the configured power supplies. The entire setup wire diagram is simulated using Lab VIEW. The another advantage of the proposed system is equipped with highly cyber security point


MRS Bulletin ◽  
1991 ◽  
Vol 16 (10) ◽  
pp. 36-40 ◽  
Author(s):  
D. Landheer ◽  
A.W.J. de Gee

In the context of this article, adhesion, friction, and wear are defined as follows: Adhesion is the resistance against separation of two bodies in a direction normal to the common interface. Friction is the resistance against motion of the contacting bodies in the direction of the common interface. Wear is the gradual change of geometry and loss of material due to the different contact processes that may occur in moving contacts.Bowden and Tabor have shown convincingly that adhesion, friction and wear are interrelated at least to some extent. This article will review some of the current arguments that support this notion.If surfaces are not separated by a viscous film, both friction and wear have their origin in the contact phenomena occurring at the roughness asperities of the sliding bodies.Within one contact cycle, three primary events can be distinguished:1. In order to obtain a (normal) load-carrying capacity, the contacting asperities must be compressed or indented (Figure 1), similar to a Brinell hardness test.2. At the beginning of the contact cycle, the asperities interfere in the direction of sliding (Figure 2). Thus during the first half of the contact cycle, frontal loading of the asperities occurs (Figure 2b).Particularly if the resulting deformation is plastic (as it will usually be for metals, see Reference 1), the net effect of this contributes to friction, the so-called “ploughing” effect.


2016 ◽  
Vol 138 (6) ◽  
Author(s):  
Jun Chen ◽  
Dawei Dong ◽  
Bing Yan ◽  
Chunrong Hua

This paper presents an analytical solution for the forced vibration of beams carrying a number of two degrees-of-freedom (DOF) spring–damper–mass (SDM) systems. The beam is divided into a series of distinct sub-beams at the spring connection points and the point of force action. The 2DOF SDM systems are replaced with a set of effective springs with complex stiffness, and the compatibility of the placement and the force at the common interface of two adjacent sub-beams is systematically organized. Then, the boundary conditions are enforced, and the governing matrix equation is formulated. Next, the closed-form expression for the frequency response function (FRF) was determined analytically. The presented method can simultaneously consider arbitrary boundary conditions and any number of 2DOF SDM systems. Furthermore, regardless of the number of subsystems, none of the associated matrices is larger than 4 × 4, which provides a significant computational advantage. To validate the accuracy and reliability of the proposed method, some results are compared with the corresponding results obtained using the conventional finite element method (FEM); good agreement is observed between the results of the two approaches. Finally, the effects of the system parameters on the vibration transmission in the beam and subsystem vibration reduction are studied.


Author(s):  
Mriganka Shekhar Chaki ◽  
Abhishek Kumar Singh

The present chapter encapsulates the characteristic behavior of anti-plane shear wave propagation in a micropolar layer/semi-infinite structural media. Two types of interfacial complexity have been considered at the common interface which give rise to two distinct mathematical models: (1) Model I: Anti-plane shear wave in a micropolar layer/semi-infinite structure with rectangular irregular interface and (2) Model II: Anti-plane shear wave in a micropolar layer/semi-infinite structure with non-perfect interface. For both models, dispersion equations have been deduced in algebraic-form and in particular, the dispersion equation of new type of surface wave resulted due to micropolarity has been obtained. The deduced results have been validated with classical cases analytically. The effects of micropolarity, irregularity, and non-perfect interface on anti-plane shear wave have been demonstrated through numerical study in the present chapter.


Author(s):  
Elena N. Lemeshkova

The problem of two-dimensional stationary flow of two immiscible liquids in a plane channel with rigid walls is considered. A temperature distribution is specified on one of the walls and another wall is heat- insulated. The interfacial energy change is taken into account on the common interface. The temperature in liquids is distributed according to a quadratic law. It agrees with velocities field of the Hiemenz type. The corresponding conjugate boundary value problem is nonlinear and inverse with respect to pressure gradients along the channel. The Tau method is used for the solution of the problem . Three different solutions are obtained. It is established numerically that obtained solutions converge to the solutions of the slow flow problem with decreasing the Marangoni number. For each of the solutions the characteristic flow structures are constructed.


Geophysics ◽  
1963 ◽  
Vol 28 (2) ◽  
pp. 156-160 ◽  
Author(s):  
Subhas Dutta

This paper studies the possibility of propagation of Love waves in a nonhomogeneous internal stratum of finite depth lying between two semi‐infinite isotropic media in two different cases. In one case the rigidity and density vary as [Formula: see text] and in the other case as [Formula: see text], where λ is a constant and z is the depth measured from the common interface of the upper medium and the internal stratum.


1978 ◽  
Vol 48 ◽  
pp. 389-390 ◽  
Author(s):  
Chr. de Vegt

AbstractReduction techniques as applied to astrometric data material tend to split up traditionally into at least two different classes according to the observational technique used, namely transit circle observations and photographic observations. Although it is not realized fully in practice at present, the application of a blockadjustment technique for all kind of catalogue reductions is suggested. The term blockadjustment shall denote in this context the common adjustment of the principal unknowns which are the positions, proper motions and certain reduction parameters modelling the systematic properties of the observational process. Especially for old epoch catalogue data we frequently meet the situation that no independent detailed information on the telescope properties and other instrumental parameters, describing for example the measuring process, is available from special calibration observations or measurements; therefore the adjustment process should be highly self-calibrating, that means: all necessary information has to be extracted from the catalogue data themselves. Successful applications of this concept have been made already in the field of aerial photogrammetry.


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