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Preface - kmutt

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KMUTT Annual Research Abstracts 2005<br />

linearity arising from axial force. The non-linear<br />

eigenvalue problem is solved by the direct<br />

iteration method to obtain the beam’s non-linear<br />

frequencies and corresponding mode shapes for<br />

specified vibration amplitudes. We also present<br />

changes in the frequency of vibration as a<br />

function of amplitude, demonstrating the beam<br />

non-linearity. A more accurate solution analyzed<br />

in the frequency domain of the direct<br />

numerical integration method is adopted as an<br />

alternative solution. Large amplitude vibration<br />

experimental modal analysis was also conducted<br />

to complement the analytical results. The<br />

measured results were found to be in good<br />

agreement with those obtained from two<br />

analytical solutions.<br />

IJ-024 LARGE DEFLECTIONS OF VARIABLE-<br />

ARC-LENGTH BEAMS UNDER UNIFORM<br />

SELF WEIGHT: ANALYTICAL AND<br />

EXPERIMENTAL<br />

Tawich Pulngern, Marvin W. Halling,<br />

Somchai Chucheepsakul<br />

Structural Engineering and Mechanics, Vol. 19,<br />

No. 4, 2005, pp. 413-423<br />

This paper presents the solution of large<br />

static deflection due to uniformly distributed self<br />

weight and the critical or maximum applied<br />

uniform loading that a simply supported<br />

beam with variable-arc-length can resist. Two<br />

analytical approaches are presented and<br />

validated experimentally. The first approach is a<br />

finite-element discretization of the span length<br />

based on the variational formulation, which<br />

gives the solution of large static sag deflections<br />

for the stable equilibrium case. The second<br />

approach is the shooting method based on an<br />

elastica theory formulation. This method gives<br />

the results of the stable and unstable equilibrium<br />

configurations, and the critical uniform loading.<br />

Experimental studies were conducted to<br />

complement the analytical results for the stable<br />

equilibrium case. The measured large static<br />

configurations are found to be in good<br />

agreement with the two analytical approaches,<br />

and the critical uniform self weight obtained<br />

experimentally also shows good correlation with<br />

the shooting method.<br />

IJ-025 NONLINEAR FREE VIBRATIONS OF<br />

MARINE RISERS/PIPES TRANSPORTING<br />

FLUID<br />

Sakdirat Kaewunruen, Julapot Chiravatchradej,<br />

Somchai Chucheepsakul<br />

Ocean Engineering, Vol. 32, No. 3-4, 2005,<br />

pp. 417-440<br />

An investigation emphasizing on<br />

nonlinear free vibrations of marine risers/pipes<br />

to determine the nonlinear natural frequencies<br />

and their corresponding mode shapes is<br />

presented in this paper. Based on the virtual<br />

work-energy functional of marine risers/pipes,<br />

the structural model developed consists of the<br />

strain energy due to axial deformation, strain<br />

energy due to bending, virtual works due to<br />

effective tension and external forces, and also<br />

the kinetic energy due to both the riser and the<br />

internal fluid motions. Nonlinear equations of<br />

motion coupled in axial and transverse<br />

displacements are derived through the Hamilton's<br />

principle. To analyze the nonlinear free<br />

vibrational behaviors, the system formulation<br />

has been reformed to the eigenvalue problem.<br />

The nonlinear fundamental frequencies and the<br />

corresponding numerically exact mode shapes<br />

are determined by the modified direct iteration<br />

technique incorporating with the inverse<br />

iteration. The significant influences of the<br />

marine riser's parameters studied on its nonlinear<br />

phenomena are then illustrated here first. Those<br />

parameters demonstrate the nonlinear effects due<br />

to the flexural rigidity, top tensions, internal<br />

flow velocities, and static offsets.<br />

11<br />

IJ-026 VEHICULAR BASIC NOISE MODEL<br />

WITH 20 SECONDS OF EQUIVALENT SOUND<br />

LEVEL<br />

Pichai Pamanikabud, Marupong Tansatcha<br />

IASME Transactions, Vol. 2, No. 5, July 2005,<br />

pp. 769-773<br />

Basic noise model of vehicle is the<br />

primary parameter in the analysis and modeling<br />

of the main highway noise forecasting model.<br />

The model represents noise level with respect to<br />

its speed that created by each type of vehicle as<br />

the traffic noise source running on the highway<br />

section. The objective of this study is to<br />

analyzed and develop the basic noise model that<br />

can be effectively used for each vehicle type in<br />

Thailand. The novel technique of equivalent<br />

sound level measurement in the time period of<br />

20 second-L eq (20s) is employed in this study.<br />

Nine vehicle types on highways in Thailand are<br />

under the investigation. The L eq (20s) can cover<br />

the range of noise levels of all vehicle types<br />

International Journal

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