Velocity Factor Table for Common Coaxial Cables

Published on 10/13/2026

An engineer builds a phase-matched pair and cuts both cables to the same length, then measures a 20 degree difference at 6 GHz. One cable was foam dielectric and the other solid PTFE. Same length, different velocity factor, different phase. That is why velocity factor tables matter.

Short answer: velocity factor is the speed of a signal in the cable as a fraction of the speed of light. Solid PE cables such as RG58 and RG213 are about 0.66, PTFE cables such as RG316 and RG402 about 0.70, and foam low-loss cables such as LMR-400 about 0.85.

The table below lists values for common cables, plus the formulas to turn velocity factor into delay and electrical length.

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Velocity Factor Table

CableDielectricVelocity factorDelay (ns/m)
RG58Solid PE0.665.05
RG59Solid PE0.665.05
RG174Solid PE0.665.05
RG213 / RG214Solid PE0.665.05
RG223Solid PE0.665.05
RG316 / RG316DPTFE0.704.76
RG178 / RG179PTFE0.69 to 0.704.8
RG142 / RG400PTFE0.69 to 0.704.8
RG402 / RG405 semi-rigidPTFE0.704.76
LMR-195 classFoam PE0.804.17
LMR-240 classFoam PE0.843.97
LMR-400 classFoam PE0.853.92
LMR-600 classFoam PE0.873.83
RG6 (foam)Foam PE0.78 to 0.834.0 to 4.3
Air-spaced hardlineAir0.90 to 0.953.5 to 3.7

Values are typical; check the datasheet because foam levels vary. Delay in ns per meter is 3.336 divided by the velocity factor.

Formulas and Worked Example

VF = 1 / sqrt(er) (er = effective dielectric constant)
Solid PTFE: er = 2.1 -> VF = 0.69
Solid PE: er = 2.25 -> VF = 0.67
Delay (ns/m) = 3.336 / VF
Electrical length = physical length / VF in wavelengths of free space

Example: quarter-wave stub at 433 MHz in RG58
Free-space wavelength = 300 / 433 = 0.693 m
Quarter wave = 0.693 / 4 = 0.173 m
In cable = 0.173 x 0.66 = 0.114 m (114 mm)

Key idea: A cable is electrically longer than its physical length. RG58 behaves like 1.5 times its length, and RG316 like 1.43 times.

Need Matched Lengths?

Phase-matched assemblies

If your design depends on delay or phase, we can build and sweep matched pairs on a VNA. Tell us the frequency and tolerance.

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Where Velocity Factor Matters

ApplicationWhy it matters
Phase-matched arrays and MIMOLength mismatch becomes phase error
Stubs, baluns and matching sectionsCut length must use VF, not free space
Timing and GPS cable delayDelay is VF dependent
TDR fault locationDistance to a fault needs the right VF setting
Antenna phasing linesQuarter wave sections need exact VF

For wavelength numbers, see the frequency to wavelength table in this series, and the cable length in wavelengths guide on this blog.

Mistakes

Avoid

  • ✗Using 0.66 for every cable.
  • ✗Assuming foam and solid cable of the same length have the same phase.
  • ✗Using the wrong VF setting on a TDR.
  • ✗Ignoring that VF varies slightly with frequency and temperature.
  • ✗Cutting a stub to free-space length.

Velocity Factor FAQ

What is the velocity factor of RG58?

About 0.66.

What is the velocity factor of RG316?

About 0.70, due to its PTFE dielectric.

What is the velocity factor of LMR-400?

About 0.85.

How do I calculate delay from velocity factor?

Delay in ns per meter is 3.336 divided by the velocity factor.

Does velocity factor change with frequency?

Slightly. It varies by a fraction of a percent across the usable band.

Why do foam cables have higher velocity factor?

Foam contains air, which lowers the effective dielectric constant and raises speed.

Bottom Line

Use the table to convert physical length to electrical length and delay. For phase-critical work, measure the actual cable on a VNA rather than relying on the nominal figure.

SigmaRF builds phase-matched and standard assemblies in India (Vadodara) and the USA (Cleveland area), VNA-swept before shipment, with lead times as short as 2 days.

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Send the frequency and phase tolerance.

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