1
Department of Mechanical Engineering,Khajeh Nasire Toosi University of Technology
2
Department of Mathematics,Sharif University of Technology
Abstract
Abstract. This paper presents the linear dynamic response of uniform beams with di erent boundary
conditions excited by a moving load, based on the Euler-Bernouli beam theory. Using a dynamic green
function, e ects of di erent boundary conditions, velocity of load and other parameters are assessed and
some of the numerical results are compared with those given in the references.
Davar, A., Rahmani, O., & Mehri, B. (2009). Dynamic Green Function Solution of Beams Under a Moving Load with Di erent Boundary Conditions. (e3219). Scientia Iranica, 16(3), e3219
MLA
Davar, A., Rahmani, O., & Mehri, B. "Dynamic Green Function Solution of Beams Under a Moving Load with Di erent Boundary Conditions" .e3219 , Scientia Iranica, 16, 3, 2009, e3219.
HARVARD
Davar A., Rahmani O., Mehri B. (2009). 'Dynamic Green Function Solution of Beams Under a Moving Load with Di erent Boundary Conditions', Scientia Iranica, 16(3), e3219.
CHICAGO
A. Davar, O. Rahmani & B. Mehri, "Dynamic Green Function Solution of Beams Under a Moving Load with Di erent Boundary Conditions," Scientia Iranica, 16 3 (2009): e3219,
VANCOUVER
Davar A., Rahmani O., Mehri B. Dynamic Green Function Solution of Beams Under a Moving Load with Di erent Boundary Conditions. Scientia Iranica. 2009;16(3):e3219.
