• Title/Summary/Keyword: (S,1)-rings

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Study on the Degradaion Behavior of Acrylonitrile Rubber(NBR) O-ring by Intermittent CSR and Time-Temperature Superposition Principle (간헐 압축응력완화 시험법과 시간-온도 중첩 이론을 이용한 NBR 오링의 노화 거동 분석 연구)

  • Lee, Jin Hyok;Bae, Jong Woo;Choi, Myung Chan;Yun, Yu Mi;Kim, Wonho;Park, Sung Han;Jo, Nam-Ju
    • Journal of the Korean Society of Propulsion Engineers
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    • v.23 no.1
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    • pp.46-51
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    • 2019
  • Intermittent CSR testing was used to investigate the degradation of a NBR O-ring, and also the prediction of its life-time. An intermittent CSR jig was designed taking into consideration the O-ring's environment under use. Degradation of O-rings by thermal aging was observed between $40^{\circ}C$ and $120^{\circ}C$. O-rings showed non-linear degradation behavior under $80^{\circ}C$. At 20% of failure condition, predicted life-times were 32.5 years by Arrhenius plot and 22.6 years by WLF plot.

Solution-State Structure of Native Coenzyme F430 by NMR Methods

  • 원호식;Karl D. Olson;박지석;Ralph S. Wolfe;Dennis R. Hare;Michael F. Summers
    • Bulletin of the Korean Chemical Society
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    • v.16 no.7
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    • pp.649-653
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    • 1995
  • Solution-state structure of native F430 was determined by using NMR methods and NMR-based distance geometry (DG) computations. Structures were generated with loose NOE-derived interproton distance restraints (2.0-2.5 Å, 2.0-3.5 Å and 2.0-4.5 Å for strong, medium, and weak NOE cross-peak intensities, respectively). 2D NOESY back-calculations of structures were subsequently carried out for establishing the consistence between experimental data and DG-model structures. The back-calculated 2D NOESY spectra of resulting DG structures were well consistent with experimental 2D NOESY spectra. Superposition of 20 independent structures with macrocyclic ring atoms and all atoms of F430 afforded pairwise root mean square deviations (RMSD) of 0.025-0.125 Å and 0.64-1.3 Å, respectively. The macrocyclic rings of structures are well converged to a unique conformation with saddle-shaped deformation whereas most of side chains are not converged. The average dihedral angle (N1-N2-N3-N4, 27.78±1.50°) of 20 DG-structures exhibits that the macrocyclic ring conformation is puckered as much as 12,13-diepimeric F430 (28.75±4.07°).

First Report of Leaf Spot of Datura metel Caused by Alternaria tenuissima in Korea

  • Aktaruzzaman, Md.;Kim, Joon-Young;Afroz, Tania;Kim, Byung-Sup
    • Research in Plant Disease
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    • v.21 no.4
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    • pp.330-333
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    • 2015
  • In June 2013, we collected leaf spot disease samples of Datura metel from Gangneung, Gangwon Province, Korea. The symptoms observed were small circular to oval dark brown spots with irregular in shape or remained circular with concentric rings. We isolated the pathogen from infected leaves and cultured the fungus on potato dextrose agar. We examined the fungus morphologically and confirmed its pathogenicity according to Koch's postulates. The results of morphological examinations, pathogenicity tests, and the rDNA sequences of the internal transcribed spacer regions (ITS1 and ITS4), glycerol-3-phosphate dehydrogenase (G3PDH) and the RNA polymerase II second largest subunit (RPB2) gene sequence revealed that the causal agent was Alternaria tenuissima. To the best of our knowledge, this is the first report of leaf spot of D. metel caused by A. tenuissima in Korea as well as worldwide.

A NOTE ON SKEW DERIVATIONS IN PRIME RINGS

  • De Filippis, Vincenzo;Fosner, Ajda
    • Bulletin of the Korean Mathematical Society
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    • v.49 no.4
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    • pp.885-898
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    • 2012
  • Let m, n, r be nonzero fixed positive integers, R a 2-torsion free prime ring, Q its right Martindale quotient ring, and L a non-central Lie ideal of R. Let D : $R{\rightarrow}R$ be a skew derivation of R and $E(x)=D(x^{m+n+r})-D(x^m)x^{n+r}-x^mD(x^n)x^r-x^{m+n}D(x^r)$. We prove that if $E(x)=0$ for all $x{\in}L$, then D is a usual derivation of R or R satisfies $s_4(x_1,{\ldots},x_4)$, the standard identity of degree 4.

Physical Therapy Following Leg Lengthening and Deformity Correction by Ilizarov Method : Clinical Commentary (Ilizarov 술식을 이용한 하지 연장술 및 변형 교정술 후 물리치료)

  • Kim, Tae-Youl;Hwang, Tae-Yeun
    • Journal of Korean Physical Therapy Science
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    • v.1 no.2
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    • pp.355-365
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    • 1994
  • Ilizarov limb lengthening has been the new method to deal with a variety of orthopaedic problems. Ilizarov apparatus consists of stainless steel rings that surround the limb and are interconnected by threaded rods. Tensioned wires pierce the bone in the plane of each ring and are tightly attached to the ring. Ilizarov has reported distraction osteogenesis with the use of the typical fixator that allows functional loading. The purpose of this commentary is to introduce a four-stage rehabilitation protocol currently used by the authors in the physical therapy management of a post -limb lengthening. Each treament stage corresponds to a medical stage in the lengthening process. Treatment goals for each of the physical therapy treatment stage are presented to guide treatment planning. Two case examples are presented to illustrate the use of the management goals in treatment planning.

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Synthesis and pH-Dependent Micellization of a Novel Block Copolymer Containing s- Triazine Linkage

  • Pal Ravindra R.;Lee Doo Sung
    • Macromolecular Research
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    • v.13 no.5
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    • pp.373-384
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    • 2005
  • Novel pH-sensitive moieties containing an s-triazine ring were synthesized with sulfonamide and secondary amino groups. The synthesized pH-sensitive moieties were used for the synthesis of a pH-sensitive amphiphilic ABA triblock copolymer. The pH-sensitive triblock copolymer was composed of diblock copolymers, methoxy poly(ethylene glycol)-poly ($\varepsilon$-caprolactone-co-D,L-lactide) (MPEG-PCLA), and pH-sensitive moiety. These copolymers could be dissolved molecularly in both acidic and basic aqueous media at room temperature due to secondary amino and sulfonamide groups. The synthesized s-triazine rings containing pH-sensitive compounds were characterized by ${^1}H-NMR,\;{^13}C-NMR$, and LC/MSD spectral data. The synthesized diblock and triblock copolymers were also characterized by ${^1}H-NMR$ and GPC analyses. The critical micelle concentrations at various pH conditions were determined by fluorescence technique using pyrene as a probe. Furthermore, the micellization and demicellization study of the triblock copolymer was done with pH-sensitive groups. The sensitivity towards pH change was further established by acid-base titration.

Study on Relaxing Effect of Oxybutynin on the Contractile Response of Arterial Smooth Muscle (동맥근 수축에 대학 Oxybutynin의 이완효과에 관한 연구)

  • Ko, Jae-Ki;Baik, Yung-Hong
    • The Korean Journal of Pharmacology
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    • v.24 no.1
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    • pp.93-101
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    • 1988
  • Pharmacological actions of an antispasmodic agent, oxybutynin were investigated in the isolated procine coronary arteries. The coronary rings were contracted by acetylcholine (ACh) and KCl in a dose-dependent fashion. The ACh-induced contractions were signifcantly potentiated by removal of endothelium and $EC_{50}=0.52\;{\mu}M$ of intact endothelial rings was about 2 times greater than $EC_{50}=0.28\;{\mu}M$ of rings without the endothelium. These results suggest that the endothelium plays an inhibitory role in ACh-induced contraction. Oxybutynin and atropine inhibited dose-dependently $1.0\;{\mu}M$ ACh-induced contraction and atropine inhibited dose-dependently $1.0\;{\mu}M$ ACh-induced contraction and the $IC_{50s}$ were 11.0 nM and 0.47 nM, respectively. Atropine did not affect 35 mM KCl-induced contraction but oxybutynin inhibited the contraction to the basal tension in a dose-dependent manner. The $IC_{50}$ of oxybutynin on the KCl-induced contraction was $49.7\;{\mu}M$. The dose-response curve to ACh was parallelly shifted to the right by pretreating coronary rings with $IC_{50}$ of atropine (0.47 nM) or oxybutynin (11.0 nM) but the curve to KC1 was rightward shifted in a noncompetitive manner under pretreatment with $IC_{50}$ of oxybutynin $(49.7\;{\mu}M$). Oxybutynin inhibited $0.1\;{\mu}M$ Bay K 8644-induced contraction to the basal tension in a dose dependent manner, but $35\;{\mu}M$ histamine-induced contraction was inhibited to only 50e/e of the original level even in maximal concentration $(5{\times}10^{-4}M)$ of oxybutynin. These results suggest that oxybutynin causes antispasmodic action through sensitive blocking action on muscarinic receptors and inhibitory action on calcium influx in the procine coronary artery.

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A Study on the Tool Wear and Cutting Characteristics in the Machining of Ti-6Al-4V Using Tungsten Carbide Tool (초경공구를 사용한 Ti-6A1-4V 타이타늄 합금이 절삭가공시 공구마멸과 절삭특성에 관한 연구)

  • 김남용;고준빈;이동주
    • Transactions of the Korean Society of Machine Tool Engineers
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    • v.11 no.2
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    • pp.9-16
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    • 2002
  • The machinability of Ti-6Al-4V titanium alloy and tool wear behavior in machining of Ti-6Al-4V titanium alloy was studied to understand the machining characteristics. This material is one of the strong candidate materials in present and future aerospace or medical applications. Recently, their usage has already been broaden to everybody's commercial applications such as golf heads, finger rings and many decorative items. To anticipate the general use of this material and development of the titanium alloys in domestic facilities, the review and the study of the machining parameters for those alloys are necessary. This study is concentrated to the machining parameters of the Ti-6A1-4V alloy due to their dominant position in the production of titanium alloys.

X-LIFTING MODULES OVER RIGHT PERFECT RINGS

  • Chang, Chae-Hoon
    • Bulletin of the Korean Mathematical Society
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    • v.45 no.1
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    • pp.59-66
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    • 2008
  • Keskin and Harmanci defined the family B(M,X) = ${A{\leq}M|{\exists}Y{\leq}X,{\exists}f{\in}Hom_R(M,X/Y),\;Ker\;f/A{\ll}M/A}$. And Orhan and Keskin generalized projective modules via the class B(M, X). In this note we introduce X-local summands and X-hollow modules via the class B(M, X). Let R be a right perfect ring and let M be an X-lifting module. We prove that if every co-closed submodule of any projective module P contains Rad(P), then M has an indecomposable decomposition. This result is a generalization of Kuratomi and Chang's result [9, Theorem 3.4]. Let X be an R-module. We also prove that for an X-hollow module H such that every non-zero direct summand K of H with $K{\in}B$(H, X), if $H{\oplus}H$ has the internal exchange property, then H has a local endomorphism ring.

REMARKS ON A GOLDBACH PROPERTY

  • Jang, Sun Ju
    • Korean Journal of Mathematics
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    • v.19 no.4
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    • pp.403-407
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    • 2011
  • In this paper, we study Noetherian Boolean rings. We show that if R is a Noetherian Boolean ring, then R is finite and $R{\simeq}(\mathbb{Z}_2)^n$ for some integer $n{\geq}1$. If R is a Noetherian ring, then R/J is a Noetherian Boolean ring, where J is the intersection of all ideals I of R with |R/I| = 2. Thus R/J is finite, and hence the set of ideals I of R with |R/I| = 2 is finite. We also give a short proof of Hayes's result : For every polynomial $f(x){\in}\mathbb{Z}[x]$ of degree $n{\geq}1$, there are irreducible polynomials $g(x)$ and $h(x)$, each of degree $n$, such that $g(x)+h(x)=f(x)$.