jonochshorn.com
Structural elements calculators
contact
text cover image

ARCH 2615 ARCH 2615 Practice Prelim 3 (Reinforced concrete columns and T-beams)

Jonathan Ochshorn



Tweet

Reinforced concrete column design | T-beam design | Distributed loads and moment values for T-beams

Directions: Enter values in yellow fields.

Press "update" button. Solutions will be displayed. (Based on ASD method, AISC Manual of Steel Construction, 14th Edition. More detailed explanations and examples can be found in my text.) There will also be short-answer questions and/or sketches on the prelim, not included in this calculator.

2–3. Design T-beam design for negative and positive moment (50 points): From Table A-5.5, φ = 0.9. Note that Mu < φbd2R.

2. Design for negative moment with Mu given (25 points)
a) Find the required steel area, As, and select the specified number of rebars from Table A-5.2.
b) Check that the steel ratio is between the minimum and maximum steel ratio.
d) Check bar fit from Table A-5.3.

3. Design for positive moment with Mu given (25 points)
a) Find the effective width, b.
b) Find the required steel area, As, and select the specified number of rebars from Table A-5.2.
c) Check that the steel ratio is between the minimum and maximum steel ratio. d) Check bar fit from Table A-5.3.

framing plan and section through reinforced concrete T-beam
Figure 1. Framing plan and section through T-beam showing dimensions: A = clear span of T-beam; B = centerline spacing; C = slab thickness; D = web or stem width; E = total T-beam thickness; F = thickness of beam under slab; and G = clear span of slab. Values A – E can be changed in the calculator below (values F and G can be determined from the other values).

<-- Previous question | Next question -->