• 제목/요약/키워드: Energy consumptions

검색결과 182건 처리시간 0.02초

아염소산나트륨의 무격막 전기분해에 의한 이산화염소 생성: 양전극 재질에 따른 영향 (Electrochemical Generation of Chlorine Dioxide from Sodium Chlorite Using Un-Divided Electrochemical Cell: Effect of Anode Materials)

  • 권태옥;박보배;노현철;문일식
    • Korean Chemical Engineering Research
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    • 제48권2호
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    • pp.275-282
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    • 2010
  • 아염소산나트륨($NaClO_2$)의 무격막 전기분해(un-divided electrolysis)에 의한 이산화염소(chlorine dioxide; $ClO_2$) 제조에서 양전극(anode) 재질에 따른 이산화염소수 발생특성을 조사하였다. 양전극으로는 $IrO_2$-coated Ti, $RuO_2$-coated Ti, DSA(dimensionally stable anode) 전극을 사용하였으며, 음전극으로는 Pt-coated Ti 전극을 사용하였다. 다양한 양전극을 사용한 무격막 전해셀(un-divided electrochemical cell) 시스템에서 이산화염소의 전구체인 아염소산나트륨 ($NaClO_2$) 농도, 전해질로 사용된 염화나트륨(NaCl) 농도 그리고 전구체 용액의 전해셀 체류시간(cell residence time;$t_R$), 전구체 용액의 초기 pH 그리고 무격막 전해셀에 공급된 전류(current; A)와 같은 운전 파라미터가 이산화염소수 발생에 미치는 영향을 조사하고 최적 운전조건을 도출하였다. $IrO_2$-coated Ti, $RuO_2$-coated Ti 그리고 DSA 양전극 시스템에서 최적 전해셀 체류시간은 각각 약 2.27, 1.52, 1.52 s, 전구체 용액의 초기 pH는 약 2.3, 최적 아염소산나트륨 농도는 $IrO_2$-coated Ti와 $RuO_2$-coated Ti 양전극 시스템이 약 0.43 g/L, DSA 양전극 시스템이 약 0.32 g/L 그리고 최적전해질 농도는 약 5.85 g/L로 나타났으며 무격막 전해셀에 공급된 최적 전류는 약 0.6 A로 나타났다. 산출된 최적 무격막 전해셀 조건에서 이산화염소수 발생을 위한 $IrO_2$-coated Ti, $RuO_2$-coated Ti 그리고 DSA 양전극 시스템의 전류효율(current efficiency; C.E.%)과 에너지 소모율(energy consumption; E.C. $W{\cdot}hr/g-ClO_2$)은 각각 약 79.80, 114.70, 70.99% 그리고 1.38, 1.03, $1.61W{\cdot}hr/g-ClO_2$로 나타났다.

장거리 (마라톤)선수에서의 전 경기중 심박동수의 변화 (Changes of Heart Rate During Marathon Running)

  • 김인교;이중우;하종식;유연희;최정옥;김기호
    • The Korean Journal of Physiology
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    • 제13권1_2호
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    • pp.1-12
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    • 1979
  • To evaluate the present status of physical fittness of Korean long distance runners, body fat, pulmonary functions, maximal oxygen intake and oxygen debt were measured in 5 elite marathoners (A group), 6 college student runners (B group) and 3 middle school student runners (C group). After laboratory tests, full course marathon running was performed in 2 elite marathoners during which their heart rates were monitored continuously. The results are summerized as follows: 1) Total body fat in all three groups are in the range of 13-15% of their body weight. 2) In all three groups, average values of various pulmonary functions were within the normal limits, but those of tidal volume were higher and respiratory rate were lower in comparison to normal values. These phenomena may represent respiratory adaptations against training. The average resting oxygen consumptions in A,B and C were $322{\pm}23$, $278{\pm}14$ and $287{\pm}16$m1/min, respectively. 3) In all three groups, resting blood pressures were in the normal range, but the resting heart rate was slightly lower in groups A $(56{\pm}3\;beats/min)$ and B $(64{\pm}2\;beats/min)$ and higher in group C $(82{\pm}9\;beats/min)$ in comparison to normal values. These changes in cardiovascular functions in marathoners may also represent adaptive phenomena. 4) During treadmill running the minute ventilation and oxygen consumption of the runners increased lineally with work load in all three groups. When the oxygen consumption was related to heart rate, it appeared to be a exponential function of the heart rate in all three groups. 5) The average maximal heart rates during maximal work were $196{\pm}3$, $191{\pm}3$ and $196{\pm}5\;beats/min$ for groups A,B and C, respectively. Maximal oxygen intakes were $84.2{\pm}3.3\;ml/min/kg$ in group A, $65.2{\pm}1.1\;ml/min/kg$ in group B and $58.7{\pm}0.4\;ml/min/kg$ in group C. 6) In all three groups, oxygen debts and the rates of recovery of heart rate after treadmill running were lower than those of long ditsance runners reported previously. 7) The 40 km running time in 2 elite marathoners was recorded to be $2^{\circ}42'25'$, and their mean speed was 243 m/min (ranged 218 to 274 m/min). The heart rate appeared to increase lineally with running speed, and the total energy expenditure during 40 km running was approximately 1360.2 Calories. From these it can be speculated that if their heart rates were maintained at 166 beats/min during the full course of marathon running, their records would be arround $2^{\circ}15'$. Based on these results, we may suspect that a successful long distance running is, in part, dependent on the economical utilization of one's aerobic capacity.

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