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## < 5 Other formulas that you can solve using the same Inputs

Number of Samples
Number of samples=Sampling frequency/Maximum frequency GO
Bandwidth of AM wave
Bandwidth of AM wave=2*Maximum frequency GO
Bandwidth in DSB-SC
Bandwidth in DSB-SC=2*Maximum frequency GO
Sampling Theorem
Sampling frequency=2*Maximum frequency GO
Bandwidth of SSB
Bandwidth of SSB=Maximum frequency GO

### Bandwidth of VSB Formula

Bandwidth of VSB=Maximum frequency+Vestige frequency
More formulas
Sampling Theorem GO
Sampling period GO
Number of Samples GO
Number of quantization levels GO
Quantization step size GO
Signal to noise ratio GO
Crest Factor GO
Bandwidth of AM wave GO
Modulation Index GO
Amplitude Sensitivity of Modulator GO
Modulation index when amplitude sensitivity is given GO
Modulation index when maximum and minimum amplitude is given GO
Amplitude of Carrier Signal GO
Amplitude of Modulating Signal GO
Minimum Amplitude GO
Maximum amplitude GO
Carrier Power GO
Upper Sideband Power GO
Lower Sideband Power GO
Lower Sideband Power when carrier power is given GO
Upper Sideband Power when carrier power is given GO
Total Power GO
Total Power when modulation index is given GO
Total Current GO
Transmission Efficiency GO
Transmission Efficiency for Triangular Signal GO
Transmission Efficiency for Square Wave GO
Bandwidth of SSB GO
Bandwidth in DSB-SC GO
Transmitted power of DSB-SC GO
Transmitted power of SSB GO
Transmitted power of DSB-SC when modulation index is given GO
Transmitted power of SSB when modulation index is given GO

## What is VSB?

SSBSC modulated signal has only one sideband frequency. Theoretically, we can get one sideband frequency component completely by using an ideal band pass filter. However, practically we may not get the entire sideband frequency component. Due to this, some information gets lost. To avoid this loss, a technique is chosen, which is a compromise between DSBSC and SSBSC. This technique is known as Vestigial Side Band Suppressed Carrier (VSBSC) technique. The word “vestige” means “a part” from which, the name is derived. VSBSC Modulation is the process, where a part of the signal called as vestige is modulated along with one sideband.

## How is bandwidth of VSB obtained?

We know that the bandwidth of SSBSC modulated wave is fm. Since the VSBSC modulated wave contains the frequency components of one side band along with the vestige of other sideband, the bandwidth of it will be the sum of the bandwidth of SSBSC modulated wave and vestige frequency fv.

## How to Calculate Bandwidth of VSB?

Bandwidth of VSB calculator uses Bandwidth of VSB=Maximum frequency+Vestige frequency to calculate the Bandwidth of VSB, Bandwidth of VSB is the difference between the highest and lowest frequencies of the modulated signal. It is denoted by BW. Bandwidth of VSB and is denoted by BW symbol.

How to calculate Bandwidth of VSB using this online calculator? To use this online calculator for Bandwidth of VSB, enter Maximum frequency (fm) and Vestige frequency (fv) and hit the calculate button. Here is how the Bandwidth of VSB calculation can be explained with given input values -> 150 = 50+100.

### FAQ

What is Bandwidth of VSB?
Bandwidth of VSB is the difference between the highest and lowest frequencies of the modulated signal. It is denoted by BW and is represented as BW=fm+fv or Bandwidth of VSB=Maximum frequency+Vestige frequency. Maximum frequency is the highest frequency of a band-limited continuous-time signal and Vestige frequency is the number of occurrences of a repeating event per unit of time.
How to calculate Bandwidth of VSB?
Bandwidth of VSB is the difference between the highest and lowest frequencies of the modulated signal. It is denoted by BW is calculated using Bandwidth of VSB=Maximum frequency+Vestige frequency. To calculate Bandwidth of VSB, you need Maximum frequency (fm) and Vestige frequency (fv). With our tool, you need to enter the respective value for Maximum frequency and Vestige frequency and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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