| TK Many Solvers in One! |
TK Solver – A Tool Kit of Many Solvers!
TK Solver is a “Tool Kit” full of many solvers. |
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| Roark's Formulas for Stress & Strain 6th Edition 1st Printing Errata Sheet |
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| Engineering: Bivariate Normal Probabilities in Engineering |
| An extensive study was made of shear strength (x2) and weld diameter (x1) in an attempt to substitute a less expensive, nondestructive testing procedure for a destructive test. |
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| Roark's Formulas for Excel Tutorial |
| This presentation will show how the product works in Excel and highlight: the applications dashboard; how the product works; the superposition wizards and reporting. You will see what benefits this product provides anyone who uses this popular handbook. |
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| Roark's Formulas for Excel: Tutorial Problem 1 |
| Suppose you are designing a beam with a hollow rectangular section and you need to know the area, moment of inertia, and plastic section modulus. Start Excel and click on Roark’s Formulas for Excel (RFE) Explorer on the Roark’s Formulas for Excel Toolbar... |
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| TK Solver 5.0 Equation Solving 101 |
| A single equation can do the work of n assignment statements. If a problem involves m independent equations, each with an average of n variables, you would need m*n assignment statements to cover all of the possible configurations of known and unknown variables. In TK Solver, you simply work with the m equations... |
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| TK Solver 5.0 Walk Through |
| Explore the various features and capabilities in this easy-to-follow guide. Let's look at a simple example to see how TK works. |
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| Roark's Formulas for Excel: Tutorial Problem 2 |
| Let’s extend Problem 1 by adding beam support and load information. Specifically, assume that the beam will be steel, 6 ft long, fixed at both ends, with a maximum concentrated load of 2000 lbf at the center. You want to determine the deflection and stress values. |
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| Roark's Formulas for Excel: Tutorial Problem 3 |
| Suppose you decide to stick with the aluminum beam but you’re concerned about the deflection. You’d like to limit the deflection to .1 inch by resizing the beam cross section. For example, if you increase the dimension of side b, the deflection should decrease. The problem is how much do you change side b? |
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| TK Solver: Mathematical Modeling |
| Mathematical models come in all shapes and sizes. They can be simple, like the geometry of a cone, or they may involve more sophisticated models for structural analysis, heat transfer, chemical engineering process design, or even economics. How does one proceed once one finds a math model? |
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