Browsing by Author "Yusuf, I. T."

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    Adamu Hawa
    (USEP: Journal of Science and Engineering Production, 2023) kOLO, S. S.; Adeleke, O. O; Yusuf, I. T.; Abdulrahman H. S; Shehu, M.
    Five settlements in Minna, Niger State capital were examined to determine drivers` attitudes and behaviours regarding usage of seatbelts. Multiple data Collection methods consisting of semi-structured interviews to create questionnaire for an in-person survey for 100 drivers each, for five different locations that was used. The questions explored why Minna drivers used or do not use seatbelts and what they think would be the best interventions to increase the rate of seatbelt usage in Minna by drivers. The outcome of all the aforementioned were translated into charts and following outcome was obtained. The composition of gender, for the respondent are 87% male and 13% female, showing that, out of this number 33% are married while 64% are unmarried and 3% are divorced. The finding also showed that the most prevalent age of driver is between age 36 to age 45 and it is said to be the productive age. It was also discovered that majority of the driver interviewed are Nigerlite constituting 64% of those interviewed. It was also noted that, a driver is 87% safer when seat belt is used as compared to not using seatbelt of 37% safe when accident or crash happen. It was therefore advised that sustained radio and television advertisement be done to encourage the use of seatbelt in Northern Nigeria.
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    Analysis of Statically Determinate Trusses using Exact Method (Joint Resolution Method) and Matrix Stiffness Method
    (USEP: Journal of Research Information in Civil Engineering, 2017) Abdullahi, A.; Yusuf, I. T.; Abubakar, Mahmud; Aminulai, H. O.; Yusuf, A.; Alhaji, B.
    Matrix Stiffness Method (MSM) as a tool for static analysis of structures is premised on the principle of Finite Element Method (FEM), which in itself is a numerical/approximate method capable of giving only approximate results. However, Joint Resolution Method (JRM) is one of the most popular classical/exact methods of static analysis capable of giving exact results. This paper presents an analysis of a statically determinate 2-D truss using Exact/Joint Resolution Method (JRM) and Matric Stiffness Method (MSM) to ascertain the validity of the latter against the former. In the JRM, the support reactions and internal member forces were obtained from considerations of the equilibrium conditions of the entire truss and isolated joints respectively. On the other hand, a computer program was written in MATLAB 7.8.0 (R2009a) based on the principles of MSM for ease of computation and increased accuracy to solve for member forces and reactions of the same truss. The element properties were obtained and employed to calculate the element stiffness matrices, these were then assembled into the global stiffness matrix, from which the unknown displacements, member forces and support reactions were calculated. The results obtained from using both JRM and MSM were found to be exactly the same or very close, with percentage errors ranging between 0% and 3%. Hence MSM results as compared to JRM have 97% accuracy and above, and can therefore be relied upon.