13.11.2014 Views

Light Truck Frame Joint Stiffness Study Phase 1 Final Report

Light Truck Frame Joint Stiffness Study Phase 1 Final Report

Light Truck Frame Joint Stiffness Study Phase 1 Final Report

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

APPENDIX A: ABSTRACTS<br />

frequency errors, 38% and 60%, to less than 7% and 11%, respectively. This is good enough for<br />

many purposes. Residual discrepancies are believed to be due, in part, to actual weld line flexibility.<br />

In vibration modes involving a particular kind of bending deformation, the slightly larger discrepancies<br />

are also tentatively attributed to a nonlinear-effect; i.e., changes of cross-section shape in the<br />

relatively thin rectangular tubing used.<br />

30. Steel <strong>Frame</strong> Analysis with Flexible <strong>Joint</strong>s<br />

Lui, E. M. and Chen, W. F.<br />

Journal of Constructional Steel Research; 1998;<br />

The first part of the paper discusses various mathematical models that have been proposed to<br />

represent the nonlinear moment-rotation behavior of the semi-rigid steel beam-to-column<br />

connections. This is followed by a brief description of two simplified and a rigorous analysis capable<br />

of dealing with these models in flexibly-connected steel frames. Numerical studies of frames made<br />

using these simplified and rigorous analysis methods are presented. Observations regarding the<br />

effects of flexible connections on the strength, deflection and internal force distribution of steel-framed<br />

structures are discussed.<br />

31. <strong>Truck</strong> <strong>Frame</strong> Analysis <strong>Study</strong><br />

Michejda, Oskar<br />

SAE paper 710594; 1971<br />

A method of truck frame analysis is proposed to include the effects of forces acting in three<br />

dimensions as well as the effects of variable cross sections, off shear-center loading, and joint<br />

flexibility. The interaction between the frame and other components of the vehicle is discussed and a<br />

method is proposed to include these effects in the static and dynamic stress analysis of the frame<br />

components. The dynamic effects on stresses are proposed to be included in experimentally<br />

determined dynamic stress factors defined in terms of dimensionless probability density functions for<br />

various frame components and on and off highway conditions. An experimental program is outlined<br />

for the evaluation of stiffness characteristics of the flexible joints; the upper bound of the horizontal<br />

force acting at the front axle, and the dynamic stress factors. General analysis of forces and<br />

deformations in the chassis due to drive-shaft impact and twisting of the vehicle is included in the<br />

Appendices.<br />

32. Elasto-Plastic Finite Element Analysis of Double Chord Rectangular Hollow Section T-<strong>Joint</strong>s<br />

Mirza, F.A.; Shehata, A.A.; and Korol, R.M.<br />

Computers & Structures, 1984<br />

Elasto-plastic response of T-joints consisting of double chord, rectangular hollow sections (RHS) has<br />

been modeled by treating the chord's mated flanges as thin plates supported by coupled springs that<br />

simulate the action of the side walls and bottom flanges. The finite element formulation includes<br />

rectangular plate and edge boundary springs in which both in-plane and out-of-plane actions are<br />

considered. Material nonlinearities are incorporated through the Von-Mises yield criterion and its<br />

associated flow rule and the Newton-Raphson method is used for the nonlinear analysis. The model<br />

is used to determine the ultimate strength and the load-deformation curves for both double and single<br />

chord T-joints.<br />

<strong>Report</strong>: A/SP-005-1 <strong>Light</strong> <strong>Truck</strong> <strong>Frame</strong> <strong>Joint</strong> <strong>Study</strong> 78

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!