Structural Vertical Bredth PE

Free Structural Vertical Bredth PE equations calculator for PE exam prep. 9 formulas with Excel templates, worked examples, and exam tips.

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All Structural Vertical Bredth PE Equations (9)

Frequently Asked Questions

How do I use Active Earth Pressure Resultant on the PE exam?

On the PE exam, Ka is often given or must be calculated from Rankine theory: Ka = tan²(45° - φ/2). Remember the resultant acts at H/3 from the base for triangular pressure distribution. This force is used in overturning moment calculations as Pa × (H/3).

How do I use Beam Deflection – Uniform Load, Simple Span on the PE exam?

This is THE most common deflection formula on the SE exam. Memorize it! Always check units carefully - use consistent systems (kip-in-ksi-in⁴ or N-mm-MPa-mm⁴). The constant 5/384 = 0.01302 can speed calculations. Remember to compare to code limits: L/240 for live load, L/180 for total load in many codes.

How do I use Elastic Flexural Stress in a Beam on the PE exam?

This is THE most fundamental flexural equation on the SE exam. Watch units carefully - moment and section modulus must be consistent (kip-in with in³, or N-mm with mm³). Often combined with interaction equations for beam-columns. Steel code problems frequently give section properties directly.

How do I use Simply Supported Beam – Uniform Load (Vmax & Mmax) on the PE exam?

This is the most fundamental beam equation - memorize the coefficients 1/2 for shear and 1/8 for moment. Watch for problems that give total load instead of unit load (divide by L first). Maximum moment always occurs at midspan for uniform loads.

How do I use Concrete Beam Nominal Flexural Strength (Rectangular Section) on the PE exam?

This is a fundamental concrete flexure equation appearing on every SE exam. Always check units carefully - use consistent systems throughout. Remember that 'a' is the depth of the equivalent rectangular stress block, not the neutral axis depth. For T-beams or doubly reinforced sections, use different equations.