STEPCOL
SOFTWARE :STEPCOL
DEVELOPER :Alex Tomanovich
VERSION :1.1
FILE SIZE :1.83 MB
Legacy Software Notice:
Please be advised that STEPCOL is considered outdated or legacy, and it has reached the end of its support and update cycle. As a result, compatibility issues may arise, and its functionality cannot be guaranteed on modern computer systems.
Program Description

Stepped column analysis for determining effective lengths and effective length K factors. These types of columns and configurations are most often used in mill-type buildings involving bridge cranes. While the material is a bit dated, this tool should still prove useful for estimates of required stepped column sizes and configurations.

Program Assumptions and Limitations:

1. This program is based on the following references:

• "Calculation of Effective Lengths and Effective Slenderness Ratios of Stepped Columns" - by: John P. Anderson and James H. Woodward (AISC Engineering Journal, Oct. / 1972, pages 157-166)
• "Calculation of Effective Lengths of Stepped Columns" - by: Krishna M. Agrawal and Andrew P. Stafiej (AISC Engineering Journal, 4th Quarter / 1980, pages 96-105)
• "Calculation of Effective Lengths of Stepped Columns" (Errata) - by: Krishna M. Agrawal and Andrew P. Stafiej (AISC Engineering Journal, Third Quarter / 1981, page 126)
• "Steel Design Guide 7 - Industrial Buildings, Roofs to Anchor Rods" (2nd Edition) - by: James M. Fisher (AISC / 2004, Appendix B, pages 89-98) (Note: does not include errata from Ref. "c".)

2. This program utilizes a simple iterative solution for determining the root, "Z", to each of the characteristic equations shown below, per references "a" and "b" listed above. The program calculates an initial guess (Zst) for "Z", evaluates the expression, increments the value of "Z" by a value equal to the initial guess, and then evaluates the expression again, etc., etc. The results of each pair of evaluation iterations are multiplied times each other to determine the location where the value passes through 0 (changes sign). Per the references, the first (lowest) root is the desired/correct solution to the characteristic equation, although there are multiple roots. Once the pair of iterations have been identified which locate the first (lowest) root, the program performs a linear interpolation between those two values to determine the point where "Z" = 0. The program performs up to a maximum of 4000 iterations to find the correct solution for "Z".

3. This program contains “comment boxes” which contain a wide variety of information including explanations of input or output items, equations used, data tables, etc. (Note: presence of a “comment box” is denoted by a “red triangle” in the upper right-hand corner of a cell. Merely move the mouse pointer to the desired cell to view the contents of that particular "comment box".)

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