• Journal of Oral Medicine and Pain
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• 제30권3호
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• pp.353-360
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• 2005

측두하악장애 연구진단기준 (Research Diagnostic Criteria for Temporomandibular Disorders; RDC/TMD)을 이용하여 측두하악장애 환자들에서 심리학적 상태 및 턱기능장애의 정도가 통증의 정도 및 지속기간, 통증과 관련된 일상생활 장애의 정도 및 기간, 만성통증척도에 미치는 영향 등을 알아보기 위하여 RDC/TMD axis I criteria에 따라 측두하악장애로 진단받은 평균연령 30.1$\pm$12.5 세인 93 명의 환자들(남성 17명, 여성 76명)을 대상으로 RDC/TMD axis II 병력 설문지를 작성하게 한 뒤, 우울증점수, 신체화장애점수, 턱기능장애점수와 만성통증척도의 통증 강도, 통증 지속기간, 통증과 연관된 장애 점수, 통증과 연관된 장애의 기간 및 만성통증척도 사이의 연관성을 분석하여 다음과 같은 결론을 얻었다. 1. 93명의 측두하악장애 환자들에서 만성통증척도의 경도의 장애를 보이는 군 (low disability group, grade I and II)은 42.0% 이었으며, 심도의 장애를 보이는 군 (high disability group, grade III and IV)은 51.5% 이었다. 2. 우울증점수는 통증 강도, 통증 지속기간, 통증과 연관된 장애 점수, 통증과 연관된 장애의 기간, 만성통증척도 모두에 통계적으로 유의한 영향을 미치지 않았다. 3. 신체화장애점수는 통증 강도 (p<0.01), 통증과 연관된 장애의 기간 (p<0.01), 만성통증척도 (p<0.01)에 유의한 영향을 미쳤으나, 통증 지속기간이나 통증과 연관된 장애 점수에는 통계적으로 유의한 영향을 미치지 않았다. 4. 턱기능장애점수는 통증 강도 (p<0.001), 통증과 연관된 장애의 기간 (p<0.01), 만성통증척도 (p<0.001)에 유의한 영향을 미쳤으나, 통증 지속기간이나 통증과 연관된 장애 점수에는 통계적으로 유의한 영향을 미치지 않았다. 측두하악장애환자에서 신체화장애와 턱기능장애는 환자가 느끼는 통증의 강도 및 장애의 정도와 밀접하게 관련되어 나타날 수 있으며, 환자가 호소하는 정서적 스트레스에 대한 포괄적인 이해와 기능장애에 대한 적절한 관리가 측두하악장애 환자의 성공적인 치료에 매우 중요하리라 생각된다.

• 자원환경지질
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• 제34권6호
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• pp.627-648
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• 2001

Skaergaard 암체의 중대에는 사장석 우세대와 휘석 우세대가 교대하는 macro-rhythmic layers와 modally-graded, rhythmic lace론 비롯한 최소 두 가지 종류 이상의 layering 발견된다 Macro-rhythmic layers는 LS의 중대에서만 빈번히 발견된다. 두게는 0.3에서 3.3m에 이르고 명확한 상하부 경계를 가지며 노두에서 2km 이상 휭으로 연장된다. 자기 macro-rhythmic layer에서는 내부적인 점이층리 구조를 보이지는 않으나 소규모 modally-graded layer 빈번히 발견된다. Modally-graded, rhythmic layer는 LS의 흔히 발견되나 UBS나 MBS에서는 드물게 관찰된다. 두에는 떼서 50cm에 이르고 노두에서 최대 100m 까지 횡으로 연속된다. 횡적으로 갑자기 혹은 서서히 사라지며 종종 기칠 메우기 구조나 사층리 구조를 수반한다. 명확한 하부 경계와 점이적인 상부 경계와 함께 강한 층간 modal grading이나 size grading이 특징이다. 중대 modally-graded layering중 사장석 우세와 휘석 우세 macro-rhythmic layer두개를 상세하게 조사하였다. 일반적으로 사장석 내의 $K_2$O와 Ba, 휘석, 티탄철석, 그리고 자철석 내의 MgO와 FeO*를 제외한 광물성분변이는 보이지 않는다. 티탄철석과 자철석이 풍부한 layer기저에 산출되는 휘석, 티탄철석, 그리고 자철석의 성분은 MgO가 더 많고 FeO*는 더 적은 경향을 보여준다. 이와 같은 성분변이는 기존의 결정과 Fe가 많은 melt의 상호반응의 결과로 생각되며 Layer 기저에서는 상부보다 적은 re-equilibration를 겪은 것으로 생각된다. 개개 상이나 휘석과 oxide의 비와 reequilibration의 정도 간에는 직접적인 상관관계는 보이지 않는다 휘석 우세 layer거 사장석에 비해 사장석 우세 layer 의 사장석은 UBS의 사장석과 유사하게 상대적으로 적은 $K_2$O와 Eu/Sm를 보이며 이는 사장석 우세 layer는 암체 상부에서 유래한 과외의 사장석에 기인함을 시사한다. 사장석 우세 layer는 대류기에 휘석 우세 layer는 비대류기에 형성되었음을 시사한다. $K_2$O가 적은 사장석 우세 layer의 사장석은 layer내로 통과하는 $K_2$O가 풍부한 liquid와의 reequilibration 에 기인한 것으로 생각된다.

• Structural Engineering and Mechanics
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• 제45권3호
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• pp.355-371
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• 2013

Single- and multi-span orthotropic functionally graded hollow cylinders subjected to axisymmetrical bending are investigated on the basis of a unified shear deformable shell theory, in which the transverse displacement is expressed by means of a general shape function. To approach the through-thickness inhomogeneity of the hollow cylinder, a laminated model is employed. The shape function therefore shall be determined for each fictitious layer. To improve the computational efficiency, we resort to a transfer matrix method. Based on the principle of minimum potential energy, equilibrium equations are established, which are then solved analytically using the transfer matrix method for arbitrary boundary conditions. Numerical comparisons among a third-order shear deformable shell theory, an exact elastic theory and the present theory are provided for a simply supported hollow cylinder, from which the present theory turns out to be superior in stress estimation. Distributions of displacements and stresses in single- and three-span hollow cylinders with different boundary conditions are also illustrated in numerical examples.

• Structural Engineering and Mechanics
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• 제58권3호
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• pp.423-442
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• 2016

This study considers a functionally graded (FG) elastic layer resting on homogeneous elastic substrate under axisymmetric static loading. The shear modulus of the FG layer is assumed to vary in an exponential form through the thickness. In solution, the FG layer is approximated into a multilayered medium consisting of thin homogeneous sublayers. Stiffness matrices for a typical homogeneous isotropic elastic layer and a half-space are first obtained by solving the axisymmetric elasticity equations with the aid of Hankel's transform. Global stiffness matrix is, then, assembled by considering the continuity conditions at the interfaces. Numerical results for the displacements and the stresses are obtained and compared with those of the classical elasticity and the finite element solutions. According to the results of the study, the approach employed here is accurate and efficient for elasto-static problems of FGMs.

• 대한기계학회논문집A
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• 제21권9호
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• pp.1441-1451
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• 1997

This paper addresses method which can be used for analyzing thermal stresses of a functionally graded material(FGM) using semi-analytical approach. FGM is a nonhomogeneous material whose composition changes continuously from a metal surface to a ceramic surface. An infinite one dimensional FGM plate is considered. The temperature distribution in the FGM is obtained by approximate Green's function solution. To expedite the convergence of the solutions, alternative Green's function solution is derived and shows good agreement with results from finite difference method. Thermal stresses are calculated using temperature distribution of the plate.

• Structural Engineering and Mechanics
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• 제75권3호
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• pp.357-367
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• 2020

The objective of this article is investigation of dynamic response of thick multilayer functionally graded (FG) beam under generalized dynamic forces. The plane stress problem is exploited to describe the constitutive equation of thick FG beam to get realistic and accurate response. Applied dynamic forces are assumed to be sinusoidal harmonic, sinusoidal pulse or triangle in time domain and point load. Equations of motion of deep FG beam are derived based on the Hamilton principle from kinematic relations and constitutive equations of plane stress problem. The numerical finite element procedure is adopted to discretize the space domain of structure and transform partial differential equations of motion to ordinary differential equations in time domain. Numerical time integration method is used to solve the system of equations in time domain and find the time responses. Numerical parametric studies are performed to illustrate effects of force type, graduation parameter, geometrical and stacking sequence of layers on the time response of deep multilayer FG beams.

• Advances in materials Research
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• 제6권1호
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• pp.45-63
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• 2017

In this article, static deflection and buckling of functionally graded (FG) nanoscale beams made of porous material are carried out based on the nonlocal Timoshenko beam model which captures the small scale influences. The exact position of neutral axis is fixed, to eliminate the stretching and bending coupling due to the unsymmetrical material change along the FG nanobeams thickness. The material properties of FG beam are graded through the thickness on the basis of the power-law form, which is modified to approximate the material properties with two models of porosity phases. By employing Hamilton's principle, the nonlocal governing equations of FG nanobeams are obtained and solved analytically for simply-supported boundary conditions via the Navier-type procedure. Numerical results for deflection and buckling of FG nanoscale beams are presented and validated with those existing in the literature. The influences of small scale parameter, power law index, porosity distribution and slenderness ratio on the static and stability responses of the FG nanobeams are all explored.

• Structural Engineering and Mechanics
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• 제63권3호
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• pp.401-415
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• 2017

In this article, hygro-thermo-mechanical vibration and buckling of exponentially graded (EG) nanoplates resting on two-parameter Pasternak foundations are studied using the four-unknown shear deformation plate theory. The material properties are presumed to change only in the thickness direction of the EG nanoplate according to two exponential laws distribution. The boundary conditions of the nanoplate may be simply supported, clamped, free or combination of them. To consider the small scale effect on forced frequencies and buckling, Eringen's differential form of nonlocal elasticity theory is employed. The accuracy of the present study is investigated considering the available solutions in literature. A detailed analysis is executed to study the influences of the plate aspect ratio, side-to-thickness ratio, temperature rise, moisture concentration and volume fraction distributions on the vibration and buckling of the nanoplates.

• Steel and Composite Structures
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• 제18권4호
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• pp.909-924
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• 2015

This paper investigates the vibration phenomenon of a nanobeam subjected to a time-dependent heat flux. Material properties of the nanobeam are assumed to be graded in the thickness direction according to a novel exponential distribution law in terms of the volume fractions of the metal and ceramic constituents. The upper surface of the functionally graded (FG) nanobeam is pure ceramic whereas the lower surface is pure metal. A nonlocal generalized thermoelasticity theory with dual-phase-lag (DPL) model is used to solve this problem. The theories of coupled thermoelasticity, generalized thermoelasticity with one relaxation time, and without energy dissipation can extracted as limited and special cases of the present model. An analytical technique based on Laplace transform is used to calculate the variation of deflection and temperature. The inverse of Laplace transforms are computed numerically using Fourier expansion techniques. The effects of the phase-lags (PLs), nonlocal parameter and the angular frequency of oscillation of the heat flux on the lateral vibration, the temperature, and the axial displacement of the nanobeam are studied.

• Advances in nano research
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• 제6권2호
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• pp.113-133
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• 2018

In this work, free vibration characteristics of functionally graded piezoelectric (FGP) nanobeams based on third order parabolic shear deformation beam theory are studied by presenting a Navier type solution as the first attempt. Electro-mechanical properties of FGP nanobeam are supposed to change continuously throughout the thickness based on power-law model. To capture the small size effects, Eringen's nonlocal elasticity theory is adopted. Using Hamilton's principle, the nonlocal governing equations for third order shear deformable piezoelectric FG nanobeams are obtained and they are solved applying analytical solution. By presenting some numerical results, it is demonstrated that the suggested model presents accurate frequency results of the FGP nanobeams. The influences of several parameters including, external electric voltage, power-law exponent, nonlocal parameter and mode number on the natural frequencies of the size-dependent FGP nanobeams is discussed in detail.