Understanding Propagation Delay
Propagation delay is the time a signal takes to travel across a physical link — copper cable, fiber-optic strand, or open air — from sender to receiver. It is determined entirely by two things: how far the signal has to go, and how fast it moves through that particular medium. Propagation delay is one of the two components of end-to-end network delay you can compute directly from physics; the other is transmission delay, covered below.
The formula
Propagation delay is distance divided by propagation speed:
- Propagation delay = Distance ÷ Propagation speed
- Propagation speed = c × velocity factor (VF), where c is the speed of light in a vacuum, 299,792.458 km/s (about 186,282 miles/s).
The velocity factor accounts for how much a real medium slows an electromagnetic signal compared to a vacuum. It is set by the medium's relative permittivity (dielectric constant) εr: VF = 1/√εr. Typical values used by this calculator:
- Fiber-optic cable: ~0.68c (glass core, refractive index ≈1.47)
- Copper twisted pair (Ethernet cable): ~0.64c
- Coaxial cable: ~0.66c
- Free space / radio / satellite link: 1.0c — radio waves in air or vacuum travel at essentially the full speed of light
Transmission delay and total delay
Sending a message also takes time to push every bit onto the link, called transmission delay (or serialization delay): Transmission delay = Data size ÷ Bandwidth. The total one-way delay a message experiences is Total delay = Propagation delay + Transmission delay. This calculator reports both pieces plus an approximate round-trip time, computed as RTT ≈ 2 × Total delay — a useful estimate that ignores processing and queuing delay at routers and switches, which real, measured round-trip times also include.
Worked example
With the default inputs — a 1,000 km fiber link (VF 0.68), a 12,000-bit (1,500-byte) packet, and 100 Mbps of bandwidth — propagation delay works out to about 4.91 ms (1,000 km ÷ (299,792.458 × 0.68) km/s), transmission delay to about 0.12 ms (12,000 bits ÷ 100,000,000 bps), for a total one-way delay near 5.03 ms and an approximate round trip near 10.05 ms.
Not the same as gate propagation delay
"Propagation delay" is also used in digital electronics to describe how long a logic gate takes to respond after its input changes (often specified as tPLH and tPHL on a datasheet). That is a device-specific switching-time figure, not the wire-length delay this calculator computes — check the component's datasheet for that number instead.