Li Zuoyong Liang Xiaolong Wang Jiayang Zhang Xiaoli, . PLANK’S DISTRIBUTION FORMULA OF SPACE-TIME TRANSITION OF THE POLLUTANTCONCENTRATION IN ONE-DIMENSIONAL FLOW FIELD[J]. ENVIRONMENTAL ENGINEERING , 2015, 33(7): 12-14.
Citation:
Li Zuoyong Liang Xiaolong Wang Jiayang Zhang Xiaoli, . PLANK’S DISTRIBUTION FORMULA OF SPACE-TIME TRANSITION OF THE POLLUTANT
CONCENTRATION IN ONE-DIMENSIONAL FLOW FIELD[J]. ENVIRONMENTAL ENGINEERING , 2015, 33(7): 12-14.
Li Zuoyong Liang Xiaolong Wang Jiayang Zhang Xiaoli, . PLANK’S DISTRIBUTION FORMULA OF SPACE-TIME TRANSITION OF THE POLLUTANTCONCENTRATION IN ONE-DIMENSIONAL FLOW FIELD[J]. ENVIRONMENTAL ENGINEERING , 2015, 33(7): 12-14.
Citation:
Li Zuoyong Liang Xiaolong Wang Jiayang Zhang Xiaoli, . PLANK’S DISTRIBUTION FORMULA OF SPACE-TIME TRANSITION OF THE POLLUTANT
CONCENTRATION IN ONE-DIMENSIONAL FLOW FIELD[J]. ENVIRONMENTAL ENGINEERING , 2015, 33(7): 12-14.
To analogize the blackbody radiation formula,the time course line distribution or the change regulation along the
way of the reciprocal of pollutant concentration in one-dimensional flow field can all be described with Plank' s distribution
formula of space-time transition of the pollutant concentration. Combined with the measured monitoring data of pollutant in
river water,the parameters in the formula were optimized by using immune evolutionary algorithm ( IEA) . Optimized Plank's
formula of space-time transition of pollutant concentration in one-dimensional flow field can be obtained. Cases analysis showed
that the formula was clear in meaning,simple in form,easy to calculation and had the feature with fewer parameters.
Li Zuoyong Liang Xiaolong Wang Jiayang Zhang Xiaoli, . PLANK’S DISTRIBUTION FORMULA OF SPACE-TIME TRANSITION OF THE POLLUTANTCONCENTRATION IN ONE-DIMENSIONAL FLOW FIELD[J]. ENVIRONMENTAL ENGINEERING , 2015, 33(7): 12-14.
Li Zuoyong Liang Xiaolong Wang Jiayang Zhang Xiaoli, . PLANK’S DISTRIBUTION FORMULA OF SPACE-TIME TRANSITION OF THE POLLUTANT
CONCENTRATION IN ONE-DIMENSIONAL FLOW FIELD[J]. ENVIRONMENTAL ENGINEERING , 2015, 33(7): 12-14.