Updated Concrete & Structural Tool

Concrete Beam Calculator

Estimate concrete volume, rebar quantity and beam self-weight in Simple Mode, or perform a simplified bending and shear capacity check under uniform load in Engineering Mode. Ideal for quick take-offs, study problems and preliminary sizing—not a substitute for full code design.

Concrete Volume Rebar Take-off Self-weight Flexural Check

Calculate Concrete Volume, Rebar & Beam Capacity

This Concrete Beam Calculator combines a fast quantity take-off for beam volume and reinforcement with an approximate engineering check for bending and shear under a uniform load. It assumes a simply supported beam with constant section and uses textbook reinforced concrete formulas as an educational tool. Always verify final designs using the relevant structural code and a qualified engineer.

Choose Simple Mode for volume, self-weight and rebar quantity, or Engineering Mode for a basic flexural and shear capacity check of a simply supported beam under uniform load.

Beam Geometry & Material

m or ft (according to units)
m or ft
Overall depth, m or ft
kN/m³ (used for self-weight)
Concrete cost per m³

Rebar Layout (Approximate)

m or ft (uses length units)

Geometry, Loads & Materials

m or ft
m or ft
m or ft
mm
MPa or psi (based on units)
MPa or psi
kN/m or kip/ft (excluding self-weight)
kN/m³, used for self-weight

Tension Reinforcement

Concrete Beam Calculator – Complete Guide

The Concrete Beam Calculator on MyTimeCalculator is designed for contractors, students and engineers who want a fast way to estimate beam concrete volume, rebar quantities and a very simplified bending and shear check. It combines a Simple Mode for quantity take-offs and a more detailed Engineering Mode for approximate flexural design of a simply supported beam with a uniform load.

1. Simple Mode – Volume, Self-weight & Rebar Take-off

In Simple Mode you only need the basic geometry and a rough reinforcement layout. The calculator assumes the beam has a constant rectangular section along its span.

  • Concrete volume: Beam length × width × depth, with optional wastage.
  • Self-weight per meter: Based on unit weight (default 24 kN/m³) multiplied by cross-section area.
  • Rebar length and weight: Approximated from the number of bottom and top bars plus stirrups along the length.
  • Concrete cost: Optional cost per m³ to estimate total concrete cost for the beam.

This is helpful for quick quantity take-offs before you proceed to detailed structural design and rebar detailing in drawings.

2. Engineering Mode – Simplified Flexural & Shear Check

The Engineering Mode uses textbook reinforced concrete formulas for a simply supported beam under a uniform factored load wu:

  • Maximum factored moment: Mu = wtot L² / 8.
  • Maximum factored shear: Vu = wtot L / 2.
  • Effective depth: d = h − cover − 0.5 × bar diameter.
  • Nominal flexural strength (singly reinforced): based on a = As fy / (0.85 f'c b) and Mn = As fy (d − a/2).
  • Design strength: φMn with a constant reduction factor φ (0.9 in this calculator).
  • Concrete shear strength: a simplified Vc expression depending on f'c, b and d.

The calculator then compares Mu to φMn and gives a simple “passes/fails this approximation” message for flexure, plus a check of Vu versus Vc.

3. Important Limitations & Disclaimer

Real-world reinforced concrete design involves many additional checks and code requirements such as minimum and maximum reinforcement ratios, deflection limits, crack control, detailing rules, ductility provisions and seismic detailing. This calculator:

  • Uses a single rectangular section with a uniform load and simple supports.
  • Considers only singly reinforced flexure in one direction.
  • Uses simplified formulas with a constant strength reduction factor.
  • Provides no guarantee of code compliance for any specific standard.

It is suitable for educational use, concept checks, and order-of-magnitude estimates, but it should not be used as the sole basis for a safety-critical structural design. Always confirm final designs with the relevant building code and a qualified structural engineer.

4. How to Use the Concrete Beam Calculator

  1. Choose the unit system (metric or imperial) and enter beam dimensions.
  2. In Simple Mode, specify concrete unit weight, wastage, basic bar layout and stirrup spacing to get volume, self-weight and rebar quantities.
  3. In Engineering Mode, provide span length, f'c, fy, factored uniform load and rebar details.
  4. Choose whether to include an automatic estimate of beam self-weight using the unit weight and cross-section.
  5. Review the design moment, shear and approximate flexural and shear capacity summaries.
  6. Use the results as a starting point and cross-check everything against your code formulas.

5. Related Tools from MyTimeCalculator

Concrete Beam Calculator FAQs

Frequently Asked Questions

Quick answers about beam volume, self-weight, rebar estimates and the simplified engineering checks used in this calculator.

No. The calculator is an educational and preliminary sizing tool using simplified formulas. It does not implement any specific standard in full detail. Final design must follow the applicable building code (for example ACI, Eurocode, BS or local regulations) and be reviewed by a qualified structural engineer.

The bending and shear formulas assume a simply supported beam with a constant uniform factored load along its span. For continuous beams, cantilevers or point load cases, you will need different formulas and more detailed analysis than this calculator provides.

Simple Mode assumes straight bottom and top bars running the full beam length and stirrups spaced regularly along the span. It does not account for hooks, anchorage zones, laps, congestion or trimming around supports and openings. For detailed rebar schedules, use proper structural drawings and rebar detailing software, then use the calculator as a cross-check.

The shear capacity in this calculator is based on a simplified expression for concrete shear resistance only. It does not add the contribution of shear reinforcement. In real design, stirrups are an important part of shear capacity and must be designed and checked according to the governing code.

This calculator assumes a rectangular section with width b and overall depth h. T-beams, L-beams and flanged sections have different stress distributions and require different effective flange width calculations. You can use this tool for rough sizing, but specialized design tools or manual calculations based on the chosen code are needed for accurate T-beam design.