Driving & travel
Journey time with stops Calculator
Estimate door-to-door duration from average speed and delays. This free journey time with stops calculator shows the calculation and its assumptions so you can compare your own figures.
Your results
Estimate door-to-door duration from average speed and delays.
Calculated outcomes
- Driving Minutes
- 187.5 min
- Stop Minutes
- 30 min
- Remaining Minutes
- 58 min
Assumptions and estimates
- Method: Driving time = distance ÷ average speed. Add entered stops and extra delay; whole hours/minutes round total duration up.
- Use a realistic trip average, not a speed limit. Excludes live traffic, road closures, legal driving-hour restrictions and route planning.
Useful next steps
- Use Compare options to test an alternative side by side.
- Copy, print or download a record of this calculation when you need one.
Reports open your email app addressed to s@s1.ie with the public page address only. Your inputs are never added.
How the journey time with stops calculation works
Driving time = distance ÷ average speed. Add entered stops and extra delay; whole hours/minutes round total duration up.
Use a realistic trip average, not a speed limit. Excludes live traffic, road closures, legal driving-hour restrictions and route planning.
Using this calculator
- Enter your own figures in the labelled inputs. Keep the currencies, units and time periods consistent.
- Choose any applicable rate profile, pattern or assumption shown for this tool. Open additional inputs when relevant.
- Review total minutes and whole hours, then read the stated assumptions and eligibility conditions before using the result.
Worked example
This is a static example using illustrative inputs, not facts about you or today’s date. The displayed eligibility selections and assumptions apply only to this example.
See example inputs
- Journey distance (km)
- 250
- Average moving speed (km/hour)
- 80
- Number of stops
- 2
- Minutes per stop
- 15
- Additional traffic delay (minutes)
- 20
- Total Minutes
- 237.5 min
- Whole Hours
- 3 h