• 한국소성가공학회:학술대회논문집
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• 한국소성가공학회 1994년도 춘계학술대회 논문집
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• pp.80-91
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• 1994

This study aims detecting forming defects for the forming process of bearing rings, which is designed by an industry expert. The designed process consists of one forming operation for the outer ring and four operations for the inner ring. The thickness of the sheet used is 1.6mm, and is in between of thin sheet and bulk material. Here the rigid-plastic finite element method is applied to the analysis and design of the process without considering anisotropy of thin sheet. Thinning and folding defects are detected if the initially designed process is applied for manufacturing. so a new process is designed by referring the results of the FEM. It is confirmed that the industry expert agree the possibility of defects derived from FEM results.

• 소성∙가공
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• 제3권2호
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• pp.189-201
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• 1994

This study aims detecting forming defects for the forming process of bearing rings, which is designed by and industry expert. The designed process consists of one forming operation for the outer ring and four operations for the inner ring. The thickness of the sheet used is 1.6mm, and is in between of thin sheet and bulk material. Here the rigid-plastic finite element method is applied to the analysis and design of the process without considering anisotropy of thin sheet. Thinning and folding defects are detected if the initially designed process is applied for manufacturing. So a new process is designed by referring the results of the FEM. It is confirmed that the industry expert agree the possibility of defects derived from FEM results.

• 대한수학회논문집
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• 제26권3호
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• pp.339-348
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• 2011

A ring R is called symmetric, if abc = 0 implies acb = 0 for a, b, c ${\in}$ R. An ideal I of a ring R is called symmetric (resp. radically-symmetric) if R=I (resp. R/$\sqrt{I}$) is a symmetric ring. We first show that symmetric ideals and ideals which have the insertion of factors property are radically-symmetric. We next show that if R is a semicommutative ring, then $T_n$(R) and R[x]=($x^n$) are radically-symmetric, where ($x^n$) is the ideal of R[x] generated by $x^n$. Also we give some examples of radically-symmetric ideals which are not symmetric. Connections between symmetric ideals of R and related ideals of some ring extensions are also shown. In particular we show that if R is a symmetric (or semicommutative) (${\alpha}$, ${\delta}$)-compatible ring, then R[x; ${\alpha}$, ${\delta}$] is a radically-symmetric ring. As a corollary we obtain a generalization of [13].

• 대한수학회보
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• 제54권1호
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• pp.51-69
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• 2017

We, in this paper, study the commutativity of skew polynomials at zero as a generalization of an ${\alpha}-rigid$ ring, introducing the concept of strongly skew reversibility. A ring R is be said to be strongly ${\alpha}-skew$ reversible if the skew polynomial ring $R[x;{\alpha}]$ is reversible. We examine some characterizations and extensions of strongly ${\alpha}-skew$ reversible rings in relation with several ring theoretic properties which have roles in ring theory.

• East Asian mathematical journal
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• 제38권1호
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• pp.1-12
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• 2022

Let R be a ring with an endomorphism σ and a σ-derivation δ. R is called (σ, δ)-Baer (resp. (σ, δ)-quasi-Baer, (σ, δ)-p.q.-Baer, (σ, δ)-p.p.) if the right annihilator of every right (σ, δ)-set (resp., (σ, δ)-ideal, principal (σ, δ)-ideal, (σ, δ)-element) of R is generated by an idempotent of R. In this paper, for a given Ore extension A = R[x; σ, δ] of R, the following properties are investigated: If R is a σ-rigid ring in which σ and δ commute, then (1) R is (σ, δ)-Baer if and only if R is (σ, δ)-quasi-Baer if and only if A is (${\bar{\sigma}},\;{\bar{\delta}}$)-Baer if and only if A is (${\bar{\sigma}},\;{\bar{\delta}}$)-quasi-Baer; (2) R is (σ, δ)-p.p. if and only if R is (σ, δ)-p.q.-Baer if and only if A is (${\bar{\sigma}},\;{\bar{\delta}}$)-p.p. if and only if A is (${\bar{\sigma}},\;{\bar{\delta}}$)-p.q.-Baer.

• 한국해양환경ㆍ에너지학회지
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• 제13권3호
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• pp.216-222
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• 2010

연안잠식방지를 위해 둑이나 방파제 등의 고형의 구조물을 사용하는 것은 건설과 유지를 위해 많은 비용을 필요로 한다. 그럼에도 불구하고 파랑에너지가 효과적으로 감쇄되지 않을 경우 이들 고형 시설의 효과는 기대에 미치지 못할 수 있다. 효과적인 파랑에너지 감쇄를 통한 연안잠식 방지를 위해 경제적이고 환경친화적인 유연한 방파제를 도입하였다. 이 방파제는 폐타이어묶음과 그물망으로 이루어지는데, 폐타이어묶음은 그물망의 위치를 유지하는 역할을 하고 파랑에너지의 감쇄는 그물망을 통하여 발생한다. 현장실험을 위하여 2009년 6월 10일부터 타이완의 타이난 지역에 있는 슈앙천 해안에 상기 시설을 길이 50 m 높이 2 m로 설치하여 운용하였다. 2009년 6월 19~22일의 태풍 린파와 8월 6~10일의 태풍 모라콧의 영향 아래에서 상기 설비의 효능을 조사하였다. 설비 주위로 0.5~0.8 m의 침적이 발생하여 연안잠식 방지에 상기 설비의 효과가 긍정적인 것으로 나타났다.

• 한국산학기술학회논문지
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• 제16권2호
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• pp.952-962
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• 2015

열간 링 롤링 공법은 열간단조 후의 잠열을 이용하기 때문에 가공 부하가 적고 최종 환형제품에 가까운 제품을 제조하는 장점이 있다. 본 연구에서는 열간 링 롤링 공법에 의한 대형 직경의 환형 부품의 다중형상 링 제조를 목표로 AFDEX2D 및 AFDEX3D/HEXA/RING 시뮬레이터(simulator)를 이용하여 열간 단조공정부터 링 롤링 공정까지 연계된 공정을 유한요소 해석하였다. 또한 링 롤링공정의 유한요소해석 시간을 줄이기 위해 소성변형이 일어나고 있는 영역에서만 요소망을 조밀하게 재구성하는 이중요소 시스템을 적용하였다. 이 유한요소해석 결과를 바탕으로 실제 공정을 설계하고 실험하여 개발된 제품이 품질 규격을 만족하는지를 확인하였다. 또한 링 롤링 실험 완성품을 통하여 부품의 품질수준 및 공정능력을 평가하였다. 그 결과, 개발된 환형 부품은 40%의 투입재료 감소과 최종 제품의 원소재 회수율이 24% 증가하였다. 또한 링 롤링 제품은 내, 외경의 진원도가 0.5mm로 우수하였으며 공정능력 분석결과 외경 Cpk 1.49, 내경 Cpk 0.85를 확보하여 환형 부품의 다중 형상 열간 링 롤링 공정의 최적화를 실현하였다.

• 대한기관식도과학회지
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• 제10권2호
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• pp.63-67
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• 2004

Tracheomalacia can be a life threatening upper air way obstructive disease in an infant and vascular rings can be also a major rare cause of tracheoesophageal obstruction. These two rare entities can be combined in one patient because the vascular ring can cause secondary tracheomalacia during development of fetus. The diagnosis of this combination and adequate surgical correction is occasionally difficult. This is a report of an infant who had not diagnosed tracheomalacia associated with vascular ring until 5 months of age because of the prolonged tracheal intubation. The rigid bronchoscopic examination performed under impression of tracheomalacia revealed a concentric tracheal collapse, an unusual bronchoscopic findings of tracheomalacia, which raised a suspicion of the tracheal compression by vascular rings. The 3-D reconstructive DT aortography clearly demonstrated the double aortic arch. The patient was treated surgically by simple division of the left aortic arch and aortopexy with good result. The vascular ring such as double aortic arch should be considered during the diagnosis of tracheomalacia in infants. If the tracheomalacia is associated with vascular ring, simultaneous surgical correction should be performed.

• 한국기계가공학회지
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• 제16권4호
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• pp.38-45
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• 2017

A finite element analysis-based approach which investigates the causes of the breakdown in the outer ring of the choke at hot rod rolling mill is presented. Two-dimensional drawings of the whole vertical-type mill stand are transformed into three-dimensional CAD models. Non-linear elasto-plastic deformation analysis of material at the roll gap is performed for computing roll force and torque of the work roll. Then, the reaction forces of the bearing rings together with a set of roller bearings that support the work roll are obtained by means of rigid body motion analysis. Finally, stress behaviors in the bearing rings together with a set of roller bearings that support the work roll are investigated by linear elastic analysis. Results reveal that stress at the contact area between the outer ring and roller bearing is extraordinary high when an internal gap between an external surface of the outer ring and the internal surface of the chock due to wear of the inside of the chock occurs.

• Korean Journal of Mathematics
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• 제18권2호
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• pp.119-132
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• 2010

P. M. Cohn called a ring R reversible if whenever ab = 0, then ba = 0 for $a,b{\in}R$. In this paper, we study an extension of a reversible ring with its endomorphism. An endomorphism ${\alpha}$ of a ring R is called strong right (resp., left) reversible if whenever $a{\alpha}(b)=0$ (resp., ${\alpha}(a)b=0$) for $a,b{\in}R$, ba = 0. A ring R is called strong right (resp., left) ${\alpha}$-reversible if there exists a strong right (resp., left) reversible endomorphism ${\alpha}$ of R, and the ring R is called strong ${\alpha}$-reversible if R is both strong left and right ${\alpha}$-reversible. We investigate characterizations of strong ${\alpha}$-reversible rings and their related properties including extensions. In particular, we show that every semiprime and strong ${\alpha}$-reversible ring is ${\alpha}$-rigid and that for an ${\alpha}$-skew Armendariz ring R, the ring R is reversible and strong ${\alpha}$-reversible if and only if the skew polynomial ring $R[x;{\alpha}]$ of R is reversible.