Conduit Saddle Shrink Calculator
Calculate saddle mark spacing and geometry shrink from obstruction height, outside bend angle, and saddle count.
- Outside-to-center mark spacing
- in
- Shrink per saddle
- in
- Total shrink
- in
- Center bend angle
- deg
- Total saddle bend degrees
- deg
Calculation details
- Geometry boundary
Recent results
Formulas
- mark spacing = obstruction height / sin(outside bend angle)
- shrink per saddle = obstruction height x tan(outside bend angle / 2)
- total estimated shrink = shrink per saddle x saddle count
- center bend angle = 2 x outside bend angle
- total saddle bend degrees = 4 x outside bend angle
A conduit saddle is used to carry a raceway over a localized obstruction while keeping the conduit aligned with its original route. Common obstructions include another raceway, structural steel, piping, or a surface condition that prevents a straight run. The primary layout number produced here is the Outside-to-center mark spacing: the distance from the center mark of a 3-point saddle to each outside bend mark.
The calculator also estimates the amount by which the finished saddle shortens the straight-line run. That value is shown as Estimated shrink per saddle and, when multiple identical saddles are entered, Total estimated shrink. Shrink affects mark placement when a conduit run must terminate at a fixed box, coupling, cabinet, or other endpoint.
This calculation is conduit-bending geometry. It does not calculate conductor ampacity, raceway fill, voltage drop, branch-circuit loading, feeder loading, or conductor sizing. Those electrical design checks remain separate from the physical raceway layout.
Saddle Geometry
A standard three-point saddle uses:
- Two equal outside bends
- One center bend with twice the angle of each outside bend
- A center bend opposite in direction to the two outside bends
The calculator uses the entered Outside bend angle to determine the center bend angle and total bend degrees:
\(\displaystyle \text{Center bend angle} = 2 \times \text{Outside bend angle}\)
\(\displaystyle \text{Total saddle bend degrees} = 4 \times \text{Outside bend angle}\)
For a 22.5-degree outside bend, the center bend is 45 degrees:
\(\displaystyle 2 \times 22.5^\circ = 45^\circ\)
The completed three-point saddle therefore contains 90 total degrees of bend:
\(\displaystyle 22.5^\circ + 45^\circ + 22.5^\circ = 90^\circ\)
Calculator Inputs
| Input | Electrical layout use |
|---|---|
| Obstruction height | The clear rise the saddle must pass over, entered in inches. Measure the required clearance rather than relying on the nominal size of the obstruction alone. |
| Outside bend angle | The angle for each of the two outside bends. A smaller angle produces a longer, more gradual saddle; a larger angle produces a shorter, sharper saddle. |
| Saddle count | The number of repeated identical saddle features. Use 1 for a single saddle. The count affects total estimated shrink. |
The geometry treats the saddle as symmetrical. The entered obstruction height is the vertical rise used for the calculation. Obstruction width, conduit size, and bend radius are not entered or inferred.
Mark Spacing and Shrink Formula
The calculator determines each Outside-to-center mark spacing from the obstruction height and the selected outside bend angle:
\(\displaystyle \text{Outside-to-center mark spacing} = \frac{\text{Obstruction height}}{\sin(\text{Outside bend angle})}\)
This distance is laid out from the center bend mark to each outside bend mark. The left and right spacing are equal for a symmetrical three-point saddle.
Estimated shrink per saddle is calculated as:
\(\displaystyle \text{Estimated shrink per saddle} = \text{Obstruction height} \times \tan\left(\frac{\text{Outside bend angle}}{2}\right)\)
For repeated identical saddles:
\(\displaystyle \text{Total estimated shrink} = \text{Estimated shrink per saddle} \times \text{Saddle count}\)
Shrink represents the difference between the straight longitudinal run and the horizontal projection of the bent saddle geometry. When laying out a conduit that must land at a fixed endpoint, the accumulated shrink can affect the starting point for the bend marks.
Calculation Example
Enter the following values:
| Field | Entered value |
|---|---|
| Obstruction height | 4 in |
| Outside bend angle | 22.5 deg |
| Saddle count | 1 saddles |
Outside-to-Center Mark Spacing
\(\displaystyle \frac{4}{\sin(22.5^\circ)} = 10.4525\text{ in}\)
Mark each outside bend 10.4525 in from the center mark.
Estimated Shrink
\(\displaystyle 4 \times \tan\left(\frac{22.5^\circ}{2}\right) = 4 \times \tan(11.25^\circ) = 0.7956\text{ in}\)
The resulting values are:
| Result | Value |
|---|---|
| Outside-to-center mark spacing | 10.4525 in |
| Estimated shrink per saddle | 0.7956 in |
| Total estimated shrink | 0.7956 in |
| Center bend angle | 45 deg |
| Total saddle bend degrees | 90 deg |
For a single 4-inch rise using 22.5-degree outside bends, place the two outside marks 10.4525 inches on either side of the center mark, bend the outside marks to 22.5 degrees, and form the center bend to 45 degrees in the opposing direction. The conduit’s finished longitudinal run is estimated to shrink by 0.7956 inch.
Field Verification
The calculated mark spacing is based on entered geometry only. Actual bend placement and final fit depend on the bender, conduit type, conduit trade size, shoe radius, take-up, and springback. A hand bender, mechanical bender, and different shoes can produce different finished dimensions even when the marked geometry is the same.
Verify the completed saddle against the actual obstruction before making the final installation. Confirm that the conduit clears the obstruction, maintains the intended route, and aligns with the next coupling, box, cabinet, or bend. Account for the actual obstruction width and available straight conduit between bends; neither value is included in the calculation.
The calculator does not determine whether the overall raceway installation complies with bending-radius requirements, total degrees of bend between pull points, support requirements, conductor pulling conditions, or AHJ requirements. Those conditions must be checked against the applicable installation method, project specifications, manufacturer instructions, and governing electrical code.
FAQs
What does the shrink result represent?
It is the entered-rise geometry estimate from the outside bend angle. It does not select a bender shoe multiplier or manufacturer take-up value.
Why does the result change with outside angle?
The estimate uses tangent of half the outside angle, so a sharper outside bend produces a different geometric shrink estimate for the same rise.
Can this approve a finished saddle?
No. Confirm the actual bender, conduit, springback, clearance, and field marks before making or accepting the bend.