Gaussian Pulse Solution

STEP 0: Pre-Calculation Summary
Formula Used
Gaussian Pulse = Optical Pulse Duration/(Length of Fiber*Optical Fiber Dispersion)
σg = σλ/(L*Dopt)
This formula uses 4 Variables
Variables Used
Gaussian Pulse - (Measured in Second per Meter) - Gaussian Pulse is shaped as a Gaussian function and is produced by a Gaussian filter.
Optical Pulse Duration - (Measured in Second) - The Optical Pulse Duration refers to the transient or short-duration burst of light that carries information in the form of optical signals.
Length of Fiber - (Measured in Meter) - Length of Fiber is defined as the total length of fiber cable.
Optical Fiber Dispersion - (Measured in Square Second per Meter) - Optical Fiber Dispersion refers to the phenomenon where different wavelengths of light propagate at different velocities, causing the pulse to spread and distort during transmission through the fiber.
STEP 1: Convert Input(s) to Base Unit
Optical Pulse Duration: 2E-11 Second --> 2E-11 Second No Conversion Required
Length of Fiber: 1.25 Meter --> 1.25 Meter No Conversion Required
Optical Fiber Dispersion: 3000000 Square Second per Meter --> 3000000 Square Second per Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
σg = σλ/(L*Dopt) --> 2E-11/(1.25*3000000)
Evaluating ... ...
σg = 5.33333333333333E-18
STEP 3: Convert Result to Output's Unit
5.33333333333333E-18 Second per Meter --> No Conversion Required
FINAL ANSWER
5.33333333333333E-18 5.3E-18 Second per Meter <-- Gaussian Pulse
(Calculation completed in 00.004 seconds)

Credits

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Created by Shobhit Dimri
Bipin Tripathi Kumaon Institute of Technology (BTKIT), Dwarahat
Shobhit Dimri has created this Calculator and 900+ more calculators!
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Verified by Urvi Rathod
Vishwakarma Government Engineering College (VGEC), Ahmedabad
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19 Fiber Modelling Parameters Calculators

Total Amplifier Gain for EDFA
​ Go Total Amplifier Gain for an EDFA = Confinement Factor*exp(int((Emission Cross Section*Population Density of Higher Energy Level-Absorption Cross Section*Population Density of Lower Energy Level)*x,x,0,Length of Fiber))
Photo Current Generated to Incident Optical Power
​ Go Photo Current Generated to Incident Optical Power = Photodetector Responsivity for Channel M*Power of Mth Channel+sum(x,1,Number of Channels,Photodetector Responsivity for Channel N*Filter Transmittivity for Channel N*Power in Nth Channel)
Phase Shift of Jth Channel
​ Go Phase Shift Jth Channel = Non Linear Parameter*Effective Interaction Length*(Power of Jth signal+2*sum(x,1,Range of Other Channels Except J,Power of Mth signal))
External Quantum Efficiency
​ Go External Quantum Efficiency = (1/(4*pi))*int(Fresnel Transmissivity*(2*pi*sin(x)),x,0,Cone of Acceptance Angle)
Effective Interaction Length
​ Go Effective Interaction Length = (1-exp(-(Attenuation Loss*Length of Fiber)))/Attenuation Loss
Non Linear Phase Shift
​ Go Non Linear Phase Shift = int(Non Linear Parameter*Optical Power,x,0,Length of Fiber)
Optical Dispersion
​ Go Optical Fiber Dispersion = (2*pi*[c]*Propagation Constant)/Wavelength of Light^2
Diameter of Fiber
​ Go Diameter of Fiber = (Wavelength of Light*Number of Modes)/(pi*Numerical Aperture)
Number of Modes
​ Go Number of Modes = (2*pi*Radius of Core*Numerical Aperture)/Wavelength of Light
Power Loss in Fiber
​ Go Power Loss Fiber = Input Power*exp(Attenuation Coefficient*Length of Fiber)
Gaussian Pulse
​ Go Gaussian Pulse = Optical Pulse Duration/(Length of Fiber*Optical Fiber Dispersion)
Brillouin Shift
​ Go Brillouin shift = (2*Mode Index*Acoustic Velocity)/Pump Wavelength
Modal Birefringence Degree
​ Go Modal Birefringence Degree = modulus(Mode Index X-Mode Index Y)
Rayleigh Scattering
​ Go Rayleigh Scattering = Fiber Constant/(Wavelength of Light^4)
Beat Length
​ Go Beat Length = Wavelength of Light/Modal Birefringence Degree
Group Velocity
​ Go Group Velocity = Length of Fiber/Group Delay
Fiber Length
​ Go Length of Fiber = Group Velocity*Group Delay
Fiber Attenuation Coefficient
​ Go Attenuation Coefficient = Attenuation Loss/4.343
Number of Modes using Normalized Frequency
​ Go Number of Modes = Normalized Frequency^2/2

Gaussian Pulse Formula

Gaussian Pulse = Optical Pulse Duration/(Length of Fiber*Optical Fiber Dispersion)
σg = σλ/(L*Dopt)

What is Optical Fiber?

Optical fiber is the technology associated with data transmission using light pulses travelling along with a long fiber which is usually made of plastic or glass.

How to Calculate Gaussian Pulse?

Gaussian Pulse calculator uses Gaussian Pulse = Optical Pulse Duration/(Length of Fiber*Optical Fiber Dispersion) to calculate the Gaussian Pulse, The Gaussian Pulse formula refers to a specific type of optical signal that is characterized by a Gaussian-shaped intensity profile in the time domain. It is commonly used to represent the temporal behavior of optical pulses in fiber optic communication systems. A Gaussian pulse in fiber optics is typically generated by modulating a continuous-wave (CW) laser source using an intensity modulator or by using mode-locked lasers. The resulting pulse has a Gaussian envelope, meaning the intensity of the pulse follows a Gaussian distribution over time. Gaussian Pulse is denoted by σg symbol.

How to calculate Gaussian Pulse using this online calculator? To use this online calculator for Gaussian Pulse, enter Optical Pulse Duration λ), Length of Fiber (L) & Optical Fiber Dispersion (Dopt) and hit the calculate button. Here is how the Gaussian Pulse calculation can be explained with given input values -> 5.3E-18 = 2E-11/(1.25*3000000).

FAQ

What is Gaussian Pulse?
The Gaussian Pulse formula refers to a specific type of optical signal that is characterized by a Gaussian-shaped intensity profile in the time domain. It is commonly used to represent the temporal behavior of optical pulses in fiber optic communication systems. A Gaussian pulse in fiber optics is typically generated by modulating a continuous-wave (CW) laser source using an intensity modulator or by using mode-locked lasers. The resulting pulse has a Gaussian envelope, meaning the intensity of the pulse follows a Gaussian distribution over time and is represented as σg = σλ/(L*Dopt) or Gaussian Pulse = Optical Pulse Duration/(Length of Fiber*Optical Fiber Dispersion). The Optical Pulse Duration refers to the transient or short-duration burst of light that carries information in the form of optical signals, Length of Fiber is defined as the total length of fiber cable & Optical Fiber Dispersion refers to the phenomenon where different wavelengths of light propagate at different velocities, causing the pulse to spread and distort during transmission through the fiber.
How to calculate Gaussian Pulse?
The Gaussian Pulse formula refers to a specific type of optical signal that is characterized by a Gaussian-shaped intensity profile in the time domain. It is commonly used to represent the temporal behavior of optical pulses in fiber optic communication systems. A Gaussian pulse in fiber optics is typically generated by modulating a continuous-wave (CW) laser source using an intensity modulator or by using mode-locked lasers. The resulting pulse has a Gaussian envelope, meaning the intensity of the pulse follows a Gaussian distribution over time is calculated using Gaussian Pulse = Optical Pulse Duration/(Length of Fiber*Optical Fiber Dispersion). To calculate Gaussian Pulse, you need Optical Pulse Duration λ), Length of Fiber (L) & Optical Fiber Dispersion (Dopt). With our tool, you need to enter the respective value for Optical Pulse Duration, Length of Fiber & Optical Fiber Dispersion 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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