MyCalCute
Install
Calculators / Science / Light travel time in vacuum

Light travel time in vacuum calculator

Convert a distance into the travel time of light in vacuum.

On this page

Your result

Travel time in seconds499s
Travel time in minutes8.32min

Calculator controls

How to calculate

Light travel time in vacuumEnter a path length in kilometres, not a time or an angular separation. The default distance is one astronomical unit. Concept diagram; not to scale.Light travel time in vacuum1Distance (km)149597870.72Travel time in seconds499.005 s3ResultMyCalCute.com
Enter a path length in kilometres, not a time or an angular separation. The default distance is one astronomical unit. Concept diagram; not to scale.

Convert a distance into the travel time of light in vacuum.

Travel time in seconds = d*1000/299792458 s
Travel time in minutes = d*1000/299792458/60 min

Worked example

  • Distance (km): 149597870.7
  • Travel time in seconds: 499 s
  • Travel time in minutes: 8.32 min

Assumptions and limits

Uses the exact vacuum light speed of 299792458 m/s. Travel through a material, moving endpoints and gravitational effects are excluded.

Results are rounded for display; calculations use unrounded values. Read our calculation methodology.

Understanding the result

Convert a distance into the travel time of light in vacuum. Enter a path length in kilometres, not a time or an angular separation. The default distance is one astronomical unit.

When this tool is useful

Enter a path length in kilometres, not a time or an angular separation. The default distance is one astronomical unit.

Understanding your inputs

InputExample
Distance (km) d149597870.7

Frequently asked questions

What does this model leave out?

Uses the exact vacuum light speed of 299792458 m/s. Travel through a material, moving endpoints and gravitational effects are excluded.

How do I reproduce the example?

Enter the displayed example values in their labelled units. Apply the formula before rounding; change one input at a time to compare scenarios.