This tool calculates the VSWR from S-parameter measurements.

Enter **S11** also known as the input reflection coefficient.

Use either a

- dB value less than 0
- linear value between -1 and +1

## Formula

**S11 (dB) = 20*Log _{10}(S11)**

**VSWR = (1+|S11|)/(1-|S11|)**

the absolute value of the input reflection coefficient,**|S11|** **< 1**

## Background

S11 is the forward reflection coefficient (at port 1) with the opposite port (2) terminated in 50 ohm.

**VSWR** is a measure of the impedance match between a feedlineâ€™s characteristic impedance and the attached load. The load can be an antenna or any RF module such as a filter or amplifier. The greater the degree of mismatch the less efficient the design and implementation.

VSWR is often expressed as a ratio to 1. For example, if the VSWR is **1.9** then it is written as **1.9:1**.

Within the context of antennas **a good value of VSWR is 1.5 or lower**. In an ideal situation the load is perfectly matched to the feedline characteristic impedance and **S11 (linear) =0**. In this case, no signal energy is reflected and all of it is transmitted forward.

## How to Calculate VSWR from S Parameters

A network analyzer can be used to make S parameter measurements. Measure **S11** across the desired frequency range. Use the S11 value in the calculator above to find the equivalent VSWR. The graph below shows input return loss for an amplifier.

At 1000 MHz, the S11 (dB) = -RL (dB) = **-15 dB**. The equivalent VSWR is **1.43**.

**What is the relationship between S11 and Input Return Loss (RL)?**

S11 expressed in dB is given by

**S11 (dB) = -RL (dB)**

Essentially **RL > 0**. Note that the plot above shows the input return loss of the amplifier and it’s a positive number greater than 6 dB across the measurement range.