Site Logo E-PROJECTTOPICS

A STOCHASTIC MODEL FOR THE PUBLIC TRANSPORT LINKAGE BETWEEN THE NEW AND OLD CAMPUSES OF BAYERO UNIVERSITY, KANO


📝


Presented To


Engineering Department

📄 Pages: 99       🧠 Words: 8120       📚 Chapters: 5 🗂️️ For: PROJECT

👁️‍🗨️️️ Views: 213      

⬇️ Download (Complete Report) Now!

ABSTRACT
This study evaluates the performance measures of the queueing systems emanating from the Bayero University, Kano, new campus access area as a result of the demand for transportation to its old campus. Analysis of the queueing systems reveal that transient behaviour is more appropriate in describing the system than conventional steady-state analysis. A computer simulation package using Runge-Kutta numerical methods was used to solve the set of linear differential equations developed for the three transport modes serving the accesss area. The simulation models were tested with field data collected from the access area on all the trips made during the study period. The probabilities of delay predicted by the simulation models agreed closely with field observations. The chi-squared test indicated that there were no significant differences between the models and the field values at the 5% level of significance. Passengers at the access area experienced an average delay of 16.4minutes, 12.4minutes and 23.5minutes for the taxi, minibus and university transport respectively. The methodology could be useful in analysing the queuing systems in other universities or areas having similar trip demand characteristics as Bayero university, Kano.

PLEASE NOTE

This material is a comprehensive and well-written project, structured into Chapter (1 to 5) for clarity and depth.


To access the full material click the download button below


OR


Contact our support team via Call/WhatsApp: 09019904113 for further inquiries.

Thank you for choosing us!

📄 Pages: 99       🧠 Words: 8120       📚 Chapters: 5 🗂️️ For: PROJECT

👁️‍🗨️️️ Views: 213      

⬇️ Download (Complete Report) Now!

🔗 Related Topics

A STATISTICAL MODEL OF FLOW LEVELS IN RIVER LOKKO - ADAMAWA STATE DEVELOPMENT OF A MULTIVARIATE HIGH- ORDER FUZZY TIME SERIES FORECASTING MODEL WITH DATA CLUSTERING FOR OPTIMUM PREDICTION AND CONTROL OF HANDOVER-BASED MOBILITY MANAGEMENT OPTIMISING PATIENTS FLOW AND RESOURCES UTILISATION IN THE OUT-PATIENT DEPARTMENT OF A PUBLIC HOSPITAL A CASE STUDY OF YUSUF DANTSOHO MEMORIAL HOPITAL KADUNA A STOCHASTIC LINEAR PROGRAMMING APPROACH FOR THE PRODUCTION, DISTRIBUTION AND INVENTORY SYSTEMS OF THE NIGERIAN BOTTLING COMPANY (NBC) DEVELOPMENT OF A MODIFIED BACTERIAL FORAGING OPTIMIZATION ALGORITHM BASED BLACK HOLE ATTACK MITIGATION MODEL FOR WIRELESS SENSOR NETWORKS MODELING AND SIMULATION OF A GRID CONNECTED SOLAR-HYDRO HYBRID SYSTEM TO SUPPLEMENT POWER SUPPLY IN KADUNA NORTH MODELLING AND STUDY OF EXCITATION PHENOMENA IN INDUCTION GENERATORS MODELING, ANALYSIS AND SIMULATION OF A DC GRID SINGLE ENDED PRIMARY INDUCTANCE CONVERTER FOR DC LOAD MODELING AND STABILIZATION ANALYSES OF A MICROUNMANNED AERIAL VEHICLE SYSTEM USING A MODIFIED RADIO CONTROLLED-BASED HELICOPTER STOCHASTIC ASSESSMENT OF NIGERIAN TIMBERS FOR BRIDGE DECKS IN ACCORDANCE TO AASHTO LFRD FINITE ELEMENT MODEL FOR PREDICTING RESIDUAL STRESSES IN SHIELDED METAL ARC WELDING OF MILD STEEL PLATES EXPERIMENTAL INVESTIGATION OF FLOW CHARACTERISTICS OVER SEMI-CIRCULAR BROAD CRESTED WEIR MODELS DESIGN AND USE OF A MODEL CONSTRUCTED HORIZONTAL SUBSURFACE FLOW WETLAND FOR TREATING TANNERY WASTEWATER BY MEANS OF AQUATIC PLANTS DEVELOPMENT OF A MODEL FOR INTERNAL NETWORK INTRUSION DETECTION SYSTEM FOR MULTI DISCIPLINARY CAMPUS NETWORK DEVELOPMENT AND COMPARATIVE ANALYSIS OF QUOTIENTS REGRESSION BASED EMPIRICAL AND ARTIFICIAL NEURAL NETWORK BASED MODELS FOR PATH LOSS PREDICTION DEVELOPMENT OF PREDICTIVE MODEL FOR INTRA-CITY BUS TRAVEL TIME ESTIMATION OF THE EFFECT OF IRRIGATION ON ANNUAL RECHARGE AT THE KANO PROJECT AREA OF KANO RIVER BASIN MODELING AND SIMULATION OF COMPACT FLUORESCENT LAMP FOR THE ANALYSIS AND MITIGATION OF HARMONICS INJECTION INTO POWER DISTRIBUTION NETWORK QUEUE MODELLING AND APPLICATIONS AT THE KADUNA TOLL BOOTHS MATHEMATICAL MODELLING OF DRAUGHT CHARACTERISTICS OF SELECTED ANIMAL-DRAWN IMPLEMENTS ON THE UPLAND SOILS OF SAMARU, NIGERIA

click on whatsapp