Earticle

Blood pattern analysis is a technique that analyzes the size, location, shape, and distribution of blood pattern distributed at the scene of the incident to reveal the cause of the bleeding, and reconstructs a series of actions in chronological order. At the site of the bloodshed, gush, cast-off, impact spatter, expectorate, which are blood marks caused by projected, are observed in the classification system by the generation mechanism. In order to find the area of the origin of these bloodstains and to reconstruct the site, analysts are training using laser protractors and string connections or using a program called Hemospat to find the convergence point of the space, which is the price position. This study ignored gravity and air resistance, and compared the error value of using the triangular function and Spatter Angle app with using the Hemospat program. As a result of the study, when using the triangular function and Spatter Angle app, error value is derived to be less than 2 cm if the distance is less than 40 cm and the height is less than 120 cm.

image sequences. Our proposed algorithm uses adaptive weights based on a triangular membership function: Symmetrical, Continuous Function. In this algorithm median filter is used to suppress noise. Experimental results show when the images are corrupted by highdensity Salt and Pepper noise, our fuzzy based algorithm for noise filtering of image sequences, is much more effective in suppressing noise and preserving edges than the previously reported algorithms such as [1-13]. Indeed, assigned weights to noisy pixels are very adaptive so that it well makes use of correlation of pixels. On the other hand, the motion estimation methods are erroneous and in high-density noise they may degrade the filter performance. Therefore, our proposed fuzzy algorithm doesn’t need any estimation of motion trajectory. The proposed algorithm admissibly removes noise without having any knowledge of Salt and Pepper noise density.

An algorithmic gray code analog-to-digital converter (ADC), which is based on gray coding, is proposed in this article. The realization method makes use of a MOS triangular function circuit to provide a high-speed operation and low accumulated error. The proposed ADC is simple, small in size and suitable for fabrication using a standard CMOS process. Simulation results showing the performances of the proposed circuit are also included.

We present a relation between the orthogonality of the constrained Legendre polynomials over the triangular domain and the BB ($B{\acute{e}zier}\;-Bernstein$) coefficients of the polynomials using the equivalence of orthogonal complements. Using it we also show that the best constrained degree reduction of polynomials in BB form equals the best approximation of weighted Euclidean norm of coefficients of given polynomial in BB form from the coefficients of polynomials of lower degree in BB form.

We synthesized and analyzed the optical transfer function(OTF) of the modified triangular interferometer (MTI) using two-pupil synthesis method. Also, we presented the optimal MTI, which can obtain any bipolar function by combining two wave plates and a linear polarizer. By using the proposed MTI, we can obtain the complex hologram without bias and conjugate image.

We synthesize and analyze the optical transfer function(OTF) of the modified triangular interferometer(MTI) using two-pupil synthesis method and we present the optimal MTI, which can obtain any bipolar function by combining a wave plate and a linear polarizer. Also, we analyze its potential phase error sources caused by polarization components.

최근에 카오스 이론을 사회과학의 한 분야의 사랑 모델에 적용하고자 하는 노력을 지속하고 있다. 로미오와 줄리엣으로 표현하는 미분 방정식에서 카오스 거동을 만들기 위해서 외력을 인가한다. 그러나 이 외력은 사람의 감정을 정확하게 표현하지 못하는 단점을 가진다. 본 논문에서는 이러한 단점을 해결하기 위하여, 로미오와 줄리엣의 사랑모델에서 외력을 사람의 말이나 행동에 가장 유사한 형태로 제공하기 위해 퍼지 소속 함수를 도입하고 이를 삼각 퍼지 소속 함수를 제시하였다. 또한 제시된 퍼지 소속 함수를 가진 로미오와 줄리엣의 사랑모델에서 카오스 거동을 확인하기 위하여, 시계열과 위상공간을 이용하였으며 이를 통하여 카오스 거동의 존재를 확인한다.

Recently, we have been continued effort that chaotic theory apply into love model which is an area of social science. To make the chaotic behaviors in the differential equation that represent as Romeo and Juliet, we apply an external force to the differential equation. However, this external force have disadvantage that cannot exactly represent for emotion of human. In this paper, to solve these advantage, we introduce triangular fuzzy membership function to provide the external force that can describe most similar status for action and word of human in the love model of Romeo and Juliet. Also, to confirm the chaotic behaviors in the love model of Romeo and Juliet with proposed fuzzy membership function, we use time series and phase plane.

본 연구에서는 훨씬 간단하고 직교 다항식이 아니더라도 단지 기하학적 경계 조건만을 만족하는 단순 급수함수(simplified series function)와 Rayleigh-Ritz met- hod를 이용하여 동방성 및 복합재료 직각삼각형에 대하여 수렴성을 검토하고, 경계조 건의 변화와 직교이방성 재료의 물성치 E$_{1}$, E$_{2}$, G, .nu.$_{12}$의 변화와 기 하학적 형상비 .alpha.=b/a의 변화가 무차원 고유진동수에 대해 얼마나 영향을 미치는지를 조사하고, 각 mode 별 nodal patterns과 mode shapes의 변화를 시각적으로 제시하여 보이므로써, 유사한 문제를 단순화시켜 효율적으로 해석 할수 있음을 보이고자 한다. 따라서 본 연구에서는 두개의 직각좌표가 경계에서 동시에 변하는 가장 간단하면서도 대표적인 직각 삼각형에 대해서 논하고, 앞으로 모든 임의의 형상에 대해서도 확장할 수 있는 가능성을 제시하고자 한다.다.

A very simple and computationally efficient numerical method is developed for the free vibration of isotropic and orthotropic composite triangular plates. A set of two-dimensional simple series functions is used as an admissible displacement functions in the Rayleigh-Ritz method to obtain the natural frequencies, nodal patterns and mode shapes for the plates. From the prescribed starting function satisfying only the geometric boundary conditions, the higher terms in the series functions are constructed with adding order of polynominal. Natural frequencies, nodal patterns and mode shapes are obtained for right triangular plates with three different support conditions. The obtained numerical results are presented, and the isotropic and some orthotropic cases are verified with other numerical methods in the liternature.

The purpose of the current study is to deeply understand the meaning and function of demonstratives ‘i’, ‘geu’, and ‘jeo’ with synthetic perspectives, based on the fact that the use of demonstratives is randomly determined. To achieve the aim of this study, the discussions of previous studies on the individual characteristics of demonstratives (i.e. i, geu, and jeo) were critically examined and later demonstratives were analyzed with a synthetic point of view. The result of this study reveals that i, geu, and jeo share the semantic function of demonstration and constitute a triangular structure. The finding of the study also suggests that an individual demonstrative can be selected or forced under a certain circumstance according to its semantic feature. In addition, the semantic characteristics and functions of each demonstrative are closely correlated. In particular, the relative unmarkedness of ‘geu’, the narrator-oriented nature of ‘i’, and the impartiality and concreteness of ‘jeo’ can explain ‘the applications of concept demonstratives’ and ‘the aspects of reiteratives’ which represent the heterogeneous nature of the individual demonstratives. Furthermore, the perspectives of the current study can be consistently applied to ‘calling words’, ‘lexicalized time demonstratives’, and ‘reiteratives’. With a triangle of three Korean demonstratives introduced in this study, future research can further investigate and establish the application aspects of the individual demonstratives.

An analysis and design of large-scale linear multivariable systems often requires to be block triangularized form for good sensitivity of the systems when their poles and zeros are varied. But the decomposition algorithms presented up to now need a procedure of permutation, rescaling and a solution of nonlinear algebraic equations, which are usually burden. To avoid these problem, in this paper we develop a newly alternative block triangular decomposition algorithm which used the generalized matrix sign function on the Z-plane. Also, the decomposition algorithm demonstrated using the fifth order linear model of a distillation tower system.

본 논문에서는 변형 삼각간섭계를 이용한 간섭패턴 생성과 관련한 몇 가지 실험결과를 제시한다. Two-pupil 합성 방법을 이용하여 변형 삼각간섭계의 광전달함수를 합성하고 광전달함수에 내포된 오차에 대한 원인을 분석해 보았다.