Ridge Height Calculator

Span in, pitch chosen, ridge height appears fast. Includes angle, ratio, or percent slope options. Download clean CSV and PDF summaries for every project.

Calculator

All inputs and outputs use this unit.
Horizontal distance between supporting walls.
From finished floor to wall plate.
Choose how you want to enter the slope.
Enter the rise for each 12 units of run.
Used for fascia-to-ridge rafter length.
Download Example CSV
Tip: Wall height can be zero if you only need ridge rise.

Formula Used

1) Convert pitch to slope
  • Slope = rise/run
  • Rise per 12: Slope = (rise) / 12
  • Angle (degrees): Slope = tan(angle)
  • Percent slope: Slope = percent / 100
2) Compute run and rise
  • Run = Span / 2
  • Ridge height above wall = Rise = Run × Slope
  • Total ridge elevation = Wall height + Rise
3) Rafter lengths
  • Wall line to ridge: L = √(Run² + Rise²)
  • Fascia to ridge: Run_total = Run + Overhang, Rise_total = Run_total × Slope, L_total = √(Run_total² + Rise_total²)

How to Use This Calculator

  1. Select your working unit so inputs stay consistent.
  2. Enter the building span (width) between supports.
  3. Choose a pitch method: ratio, angle, or percent.
  4. Provide the pitch value in the selected method.
  5. Add wall height to get total ridge elevation.
  6. Optionally add overhang for fascia rafter length.
  7. Click Calculate to view results above the form.

Example Data Table

Span (ft) Pitch (rise:12) Wall Height (ft) Overhang (ft) Ridge Above Wall (ft) Total Ridge Elev. (ft)
24 6:12 8 1 6 14
30 8:12 9 1 10 19
18 4:12 7.5 0.5 3 10.5
Example values assume the ridge rise uses half-span at the wall line.

Professional Article

1) What ridge height represents

Ridge height is the vertical rise from the wall plate to the roof peak on a symmetric gable. It controls attic volume, ventilation pathways, and the roof’s visual proportion. On site, the “ridge rise” is computed from the half-span run and the roof slope.

2) Inputs that matter most

The span (building width) drives run because run equals half the span. Pitch sets the slope, and wall height shifts the ridge elevation above finished floor. Overhang does not change ridge rise, but it does change fascia-to-ridge rafter length used for cut lists.

3) Typical pitch data used in practice

Common residential pitches often range from 4:12 to 8:12. A 6:12 slope means 6 units of rise for each 12 units of run, giving a slope of 0.5 and an angle near 26.6°. Steeper slopes improve runoff, but increase material and labor.

4) Worked span examples

With a 24 ft span and 6:12 pitch, run is 12 ft and rise becomes 6 ft. If wall height is 8 ft, total ridge elevation becomes 14 ft. For a 30 ft span at 8:12, run is 15 ft and rise is 10 ft, producing a 19 ft total elevation with 9 ft walls.

5) Rafter length planning

Rafter length is the diagonal from the wall line to the ridge and is found with the Pythagorean relationship. For the 24 ft, 6:12 case, the rafter is √(12² + 6²) ≈ 13.42 ft. Adding a 1 ft overhang extends run to 13 ft and increases the fascia-to-ridge length accordingly.

6) Unit handling and field measurement

Construction teams may work in feet, inches, or meters. This calculator keeps all inputs consistent by using a single unit selection and converts internally for stable math. When measuring spans, confirm whether you’re using outside-to-outside framing or the actual bearing line to avoid systematic offsets.

7) Checks for design coordination

Compare ridge elevation against stair headroom, mechanical clearances, and neighborhood height limits. Small pitch changes can produce large height differences on wide buildings. For example, increasing pitch from 6:12 to 7:12 on a 30 ft span raises the ridge rise by 1.25 ft (15 × (7−6)/12).

8) Using exports in estimating

Exported CSV and PDF outputs help document assumptions for estimating and permitting. Store span, pitch method, and results with your plan set so revisions stay traceable. Good records reduce rework, especially when truss orders and fascia details change late in the schedule.

FAQs

1) Does overhang change the ridge height?

No. Overhang extends the roof beyond the wall, but ridge rise is still based on half-span run at the wall line. Overhang only affects fascia-to-ridge rafter length and related material takeoffs.

2) What span should I enter for a gable roof?

Enter the horizontal distance between the two supporting wall bearing lines. If you measure outside-to-outside, subtract wall thickness if your bearing line is centered, or measure plate-to-plate for best accuracy.

3) How do I enter a pitch like 6:12?

Select “Rise per 12 run” and enter 6 as the pitch value. The calculator assumes the run reference is 12 units and converts that ratio to slope for all other outputs.

4) Can I use degrees instead of a ratio?

Yes. Choose the angle method and enter the roof angle from horizontal. The calculator uses the tangent of the angle to convert to a rise/run slope for ridge and rafter calculations.

5) Why is my ridge elevation higher than expected?

Ridge elevation includes wall height plus ridge rise. If you only want the peak above the wall plate, use “Ridge height above wall plate.” Also verify unit selection and whether your span matches the actual bearing width.

6) Does this include ridge board thickness or truss heel height?

No. Results are geometric based on span and slope. If you need structural detailing, add adjustments for ridge board depth, truss heel height, ceiling pitch offsets, and any raised-heel insulation requirements.

7) Which output is best for cut lists?

Use “Rafter length (fascia to ridge)” when you include overhang and want a field-friendly diagonal length. Use “Rafter length (wall line to ridge)” for basic framing geometry and checks against drawings.

Measure accurately, compute ridge height, and build confidently today.

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