INTERACTIVE REFERENCE

Jackshaft stage combinations

Compare second-stage reductions while keeping the first chain stage fixed. Change an input to explore the relationship.

1.50:1First-stage reduction
7Calculated comparison rows

Input parameters

Set your values below. The table updates automatically.

Comparison results

Two fixed, non-slipping stages. A free idler does not create an additional reduction.

Jackshaft stage combinations — column units remain explicit in both input modes
Second-stage reductionOverall reductionAxle RPM
2.003.001,200
3.004.50800
4.006.00600
5.007.50480
6.009.00400
7.0010.50342.86
8.0012.00300

How this table is calculated

overall = first-stage reduction × second-stage reduction

Rows use the same assumptions while varying the value in the first column. Input-unit controls change the units used to enter values; column headers always state the output units.

How to read this comparison

The first stage remains fixed while the second-stage reduction varies by row. Multiply the two stages for total reduction, then divide input RPM by that product to find axle RPM.

A worked example with the initial inputs

At the initial 1.5:1 first stage and 3,600 input rpm, the 5:1 second-stage row gives 7.5:1 overall. Axle speed is 3,600/7.5 = 480 rpm; the jackshaft itself turns at 2,400 rpm.

The live table changes when you edit its controls.

Open Go-Kart Jackshaft Calculator

Use the interactive calculator to explore more scenarios, units and relevant inputs.

Open calculator

Frequently asked questions

Does a routing idler count as another reduction?

No. These rows represent compound stages, with an input and output sprocket fixed to an intermediate shaft. A free idler on one chain does not multiply the tooth-count reduction.

Why do input controls and column headers show different units?

The unit toggle changes how you enter dimensional inputs. Each output column keeps its stated unit so you can compare values consistently. Read the column header before copying a result.

Source and assumptions

Angular speed and tangential speed. Gear reductions follow tooth engagement and conservation of rotation count.

OpenStax — University Physics: rotation with constant angular acceleration

Read the calculation methodology for model scope, unit conventions and review status.

All reference chartsRelated calculator: Go-Kart Jackshaft Calculator