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Frequency Factor which varies between 5 to 30 according to rainfall duration is a function of recurrence interval (T) and the coefficient of skew (Cs). Check FAQs
Kz=yT-0.5771.2825
Kz - Frequency Factor?yT - Reduced Variate 'Y' for Return Period?

Frequency Factor as applicable to Infinite Sample Size Example

With values
With units
Only example

Here is how the Frequency Factor as applicable to Infinite Sample Size equation looks like with Values.

Here is how the Frequency Factor as applicable to Infinite Sample Size equation looks like with Units.

Here is how the Frequency Factor as applicable to Infinite Sample Size equation looks like.

2.7314Edit=4.08Edit-0.5771.2825
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Frequency Factor as applicable to Infinite Sample Size Solution

Follow our step by step solution on how to calculate Frequency Factor as applicable to Infinite Sample Size?

FIRST Step Consider the formula
Kz=yT-0.5771.2825
Next Step Substitute values of Variables
Kz=4.08-0.5771.2825
Next Step Prepare to Evaluate
Kz=4.08-0.5771.2825
Next Step Evaluate
Kz=2.73138401559454
LAST Step Rounding Answer
Kz=2.7314

Frequency Factor as applicable to Infinite Sample Size Formula Elements

Variables
Frequency Factor
Frequency Factor which varies between 5 to 30 according to rainfall duration is a function of recurrence interval (T) and the coefficient of skew (Cs).
Symbol: Kz
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.
Reduced Variate 'Y' for Return Period
Reduced Variate 'Y' for Return Period is a transformed variable allowed for Gumbel distribution used to model extreme values and return period T is expected years that a certain event will occur.
Symbol: yT
Measurement: NAUnit: Unitless
Note: Value should be greater than 0.

Other Formulas to find Frequency Factor

​Go Frequency Factor given Variate 'x' concerning Return Period
Kz=xT-xmσ
​Go Frequency Factor in Gumbel's Equation for Practical Use
Kz=yT-ynSn

Other formulas in Gumbel's Method for Prediction of Flood's Peak category

​Go Reduced Variate 'Y' in Gumbel's Method
y=(1.285(xT-xm)σ)+0.577
​Go Reduced Variate concerning Return Period
yT=-(ln(ln(TrTr-1)))
​Go Reduced Variate 'Y' for given Return Period
yT=-(0.834+2.303log10(log10(TrTr-1)))
​Go Reduced Variate for Return Period when Frequency Factor is Considered
ytf=(Kz1.2825)+0.577

How to Evaluate Frequency Factor as applicable to Infinite Sample Size?

Frequency Factor as applicable to Infinite Sample Size evaluator uses Frequency Factor = (Reduced Variate 'Y' for Return Period-0.577)/1.2825 to evaluate the Frequency Factor, The Frequency Factor as applicable to Infinite Sample Size formula is defined as the factor used to compare and relate results and attach probabilities to several sets of maximum rainfall data. K is primarily a function of the recurrence interval for a particular probability distribution. Frequency Factor is denoted by Kz symbol.

How to evaluate Frequency Factor as applicable to Infinite Sample Size using this online evaluator? To use this online evaluator for Frequency Factor as applicable to Infinite Sample Size, enter Reduced Variate 'Y' for Return Period (yT) and hit the calculate button.

FAQs on Frequency Factor as applicable to Infinite Sample Size

What is the formula to find Frequency Factor as applicable to Infinite Sample Size?
The formula of Frequency Factor as applicable to Infinite Sample Size is expressed as Frequency Factor = (Reduced Variate 'Y' for Return Period-0.577)/1.2825. Here is an example- 2.731384 = (4.08-0.577)/1.2825.
How to calculate Frequency Factor as applicable to Infinite Sample Size?
With Reduced Variate 'Y' for Return Period (yT) we can find Frequency Factor as applicable to Infinite Sample Size using the formula - Frequency Factor = (Reduced Variate 'Y' for Return Period-0.577)/1.2825.
What are the other ways to Calculate Frequency Factor?
Here are the different ways to Calculate Frequency Factor-
  • Frequency Factor=(Variate 'X' with a Recurrence Interval-Mean of the Variate X)/Standard Deviation of the Z Variate SampleOpenImg
  • Frequency Factor=(Reduced Variate 'Y' for Return Period-Reduced Mean)/Reduced Standard DeviationOpenImg
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