Traffic and Transportation StudiesAmerican Society of Civil Engineers, 2000 - Communication and traffic |
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Page 90
... calculate all the parameters in matrix X by the calculation of matrixes . Generally this is an over - constricted equation group , so it can be calculated by the least square method . 2 Givens Transform and algorithm However , in the ...
... calculate all the parameters in matrix X by the calculation of matrixes . Generally this is an over - constricted equation group , so it can be calculated by the least square method . 2 Givens Transform and algorithm However , in the ...
Page 530
... calculated by equations ( 6 ) and ( 7 ) , i.e. x is calculated by the sum of forecasting vector x , on the n - 1th stage and the production of forecasting error ( y , -HX - 1 ) on the nth stage and Kalman gain vector K ( y - HX - 1 ) ...
... calculated by equations ( 6 ) and ( 7 ) , i.e. x is calculated by the sum of forecasting vector x , on the n - 1th stage and the production of forecasting error ( y , -HX - 1 ) on the nth stage and Kalman gain vector K ( y - HX - 1 ) ...
Page 550
... calculated from following equations : K ( do , t ) = P ( do , t | do , t − 1 ) A TM ( do , t ) [ A ( do , t ) P ( do , t | do , t − 1 ) A1 ( do , t ) + R ( do , t ) ] ̄ ' ( 28 ) P ( do , do , t - 1 ) B ( do , 7-1 ) P ( do , t - 1 ) B ...
... calculated from following equations : K ( do , t ) = P ( do , t | do , t − 1 ) A TM ( do , t ) [ A ( do , t ) P ( do , t | do , t − 1 ) A1 ( do , t ) + R ( do , t ) ] ̄ ' ( 28 ) P ( do , do , t - 1 ) B ( do , 7-1 ) P ( do , t - 1 ) B ...
Contents
A Review of Safety and Other Issues | 1 |
An Application | 9 |
Simulation System of Technological Process at Marshalling Station | 17 |
Copyright | |
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analysis analyze application average Beijing bus lane calculated capacity China railway Chinese choice classification yard congestion cost delay demand distance distribution drivers dynamic traffic economic effect efficient Engineering equation estimated evaluation factors Figure forecast freight transportation fuzzy genetic algorithm Guangzhou highway improve increase information system infrastructure intermodal intersection JABOTABEK Jakarta Macau matrix maximum method mode node Northern Jiaotong University objective function operation optimal out-of-gauge paper parameters pedestrian planning prediction problem programming public transport rail railway transportation road network road pricing route safety scenario signal SIMD simulation solution speed limits station structure structure gauge Table toll road traffic accident traffic assignment traffic flow traffic volume transit Transportation Research transportation system trip truck urban rail transit urban traffic users variables vehicle