哈尔滨工程大学学报
哈爾濱工程大學學報
합이빈공정대학학보
JOURNAL OF HARBIN ENGINEERING UNIVERSITY
2013年
9期
1141-1146
,共6页
周豹%高璞珍%谭思超%田竞达%张虹
週豹%高璞珍%譚思超%田競達%張虹
주표%고박진%담사초%전경체%장홍
窄通道%脉动流%摩擦压降%摩阻系数
窄通道%脈動流%摩抆壓降%摩阻繫數
착통도%맥동류%마찰압강%마조계수
narrow channel%rectangular channel%pulsating flow%friction pressure drop%friction coefficient%sec-ond-order Fourier series
矩形通道内脉动流,流量的正弦脉动会引起压力的脉动,在层流区压力与正弦规律吻合良好,而在紊流区、过渡区和跨区域的压力脉动与正弦规律偏差较大。为了能够较为精确地计算管内压降,对矩形通道内脉动流进行了试验研究。通过测量截面为40 mm×3 mm的矩形通道内不同周期、振幅、平均值的正弦脉动流体的流量、压差,对压差数据分别采用一阶、二阶傅里叶级数进行拟合,发现用二阶傅里叶级数拟合压差数据,能够很好地反映压差的变化规律,并发现雷诺数-摩阻系数曲线呈‘8’字形。通过对二阶傅里叶级数的压差拟合公式进行分析、推导、拟合,得到了瞬时及平均摩阻系数的计算公式,其计算值与实验值的误差较小。
矩形通道內脈動流,流量的正絃脈動會引起壓力的脈動,在層流區壓力與正絃規律吻閤良好,而在紊流區、過渡區和跨區域的壓力脈動與正絃規律偏差較大。為瞭能夠較為精確地計算管內壓降,對矩形通道內脈動流進行瞭試驗研究。通過測量截麵為40 mm×3 mm的矩形通道內不同週期、振幅、平均值的正絃脈動流體的流量、壓差,對壓差數據分彆採用一階、二階傅裏葉級數進行擬閤,髮現用二階傅裏葉級數擬閤壓差數據,能夠很好地反映壓差的變化規律,併髮現雷諾數-摩阻繫數麯線呈‘8’字形。通過對二階傅裏葉級數的壓差擬閤公式進行分析、推導、擬閤,得到瞭瞬時及平均摩阻繫數的計算公式,其計算值與實驗值的誤差較小。
구형통도내맥동류,류량적정현맥동회인기압력적맥동,재층류구압력여정현규률문합량호,이재문류구、과도구화과구역적압력맥동여정현규률편차교대。위료능구교위정학지계산관내압강,대구형통도내맥동류진행료시험연구。통과측량절면위40 mm×3 mm적구형통도내불동주기、진폭、평균치적정현맥동류체적류량、압차,대압차수거분별채용일계、이계부리협급수진행의합,발현용이계부리협급수의합압차수거,능구흔호지반영압차적변화규률,병발현뢰낙수-마조계수곡선정‘8’자형。통과대이계부리협급수적압차의합공식진행분석、추도、의합,득도료순시급평균마조계수적계산공식,기계산치여실험치적오차교소。
The pulsating flow in a rectangular channel and the flow rate sine fluctuation have large deviation, lead-ing to pressure drop fluctuation, and in the lamina region this fluctuation also fits the sine law well. However, while in turbulent region, transition region, and inter-regional region the pressure drop fluctuation will deviate the sine law considerably. In order to calculate the pressure drop more precisely, an experiment of pulsating flow in the rec-tangular channel was performed. Flow rate and pressure drop of different periods, amplitudes and average value of sine pulsating flow were measured in a 40 mm × 3 mm rectangular channel. First-order Fourier series and second-order Fourier series were used to fit the pressure drop data, respectively. The second-order Fourier series was found to express the pressure variation well, and the Reynolds-friction coefficient curve's shape looks like‘8’ . The func-tions to calculate the instantaneous and average coefficient of friction resistance were derived by analyzing and fitting with the pressure drop of second-order Fourier series. The relative errors between the experimental pressure drop da-ta and the calculated results are minor.