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There are 2 things that contribute to the situation noted above.
Please refer to the RAM Steel Column manual, section 3.4.1 Unbalanced Moments as well as Tables 3-1 and 3-2 for details.
There are differences in the RAM Steel and RAM Frame program that affect the reactions you see in each program.
In the RAM Steel Column Module, the column loads are determined directly from the reactions of the simply supported beams. Think of it like simple tributary analysis. The total loads are simply added together (and reduced where Live Load reduction applies).
RAM Frame, on the other hand, determines column forces from a Finite Element Analysis. This method takes into account relative stiffness of the elements in the model to determine how loads are distributed. Consider these simple examples that illustrate how the FEA of RAM Frame produces more accurate results for the lateral frame reactions.
For complex, multi-story models, or structures where the frames are linked by a rigid diaphragm this difference in behavior can be quite significant.
When reviewing the member forces, reactions or other results it is important to understand the relationship between column orientation, footing orientation and the global axis systems.
The following diagram shows the various orientation options for column as they appear in plan. Orientation angles in the RAM Structural System are always measured counter-clockwise from the positive “x” axis. This same rule applies to deck angle, lateral load angles, etc. Note that for Tube sections or rectangular concrete columns it is more difficult to be sure of the column orientation since it doubly symmetric. For those sections, the long dimension (presumably the “H” dimension for your concrete sections) is parallel to the angle of the member.
The orientation can be confirmed in the Modeler by using the layout – column - show command or in RAM Frame by checking “Orientation” under the View – Members command. Once the orientation of the column is known, it is easy to reconcile the sign convention for member shears and moments as depicted in the following figure:
For beams, the sign convention is similar. The orientation vector for beams always points upward, so positive moments occur when there is compression in the top flange.
When foundations are modeled, they are typically oriented the same as the column. When this is done, the major axis moments in the column result in major axis moments on the footing as well. It is only when the footing is rotated to the axis of the column that the forces get translated. For more information on footing orientation see the foundation manual.
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