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Note: The Number of Curves edit box indicates the number of equally spaced P-M<br />
curves that will be used to define the interaction surface. If the Doubly Symmetric<br />
About M2 and M3 box is checked, then the curves are equally spaced between 0<br />
and 90 degrees. If the Doubly Symmetric About M2 and M3 box is not checked,<br />
then the curves are equally spaced between 0 and 360 degrees.<br />
ä Click the Define/Show Surface button to display the Interaction Surface Definition<br />
dialog box.<br />
ä In this dialog box:<br />
À The spreadsheet shows normalized values of axial load, P, and moment, M.<br />
There is one P column and five M columns corresponding to the number entered<br />
in the Number of Curves edit box in the previous dialog box. Use the scroll bars<br />
to see the other M columns.<br />
Note: The axial load is normalized by the maximum axial load value. The<br />
moments are normalized by the maximum moment value for all of the moment<br />
curves. Thus the maximum value in the spreadsheet for both axial load and<br />
moment is 1.<br />
À The diagram shows the P versus M curves. Click in an M column in the<br />
spreadsheet to see that particular P versus M curve. The M curve at Angle 0<br />
corresponds to +M2 bending. The M curve at Angle 90 corresponds to +M3<br />
bending.<br />
À In the scaling area, the scale factors for both axial load, P, and moment, M, are<br />
shown. Note that the M scale factor applies to all of the M curves.<br />
Note: Since both P and M are normalized to 1, the P and M scale factors are the<br />
maximum values of P and M, respectively.<br />
11. Click the Cancel button five (5) times to exit all of the Hinge Property dialog boxes.<br />
<strong>SAP2000</strong> <strong>Web</strong> <strong>Tutorial</strong> 1 96