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Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory Formula

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Equivalent Unrefracted Deepwater Wave Height (EDWH) is a parameter used particularly in wave behaviour and breakwater design, defined in relation to the Breaker Height Index from Linear Wave Theory. Check FAQs

H' o = λ o \cdot {(\frac{Ω b}{0.56})}^{- 5}

H'_o - Equivalent Unrefracted Deepwater Wave Height?λ_o - Deep-Water Wavelength?Ω_b - Breaker Height Index?

Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory Example

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Here is how the Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory equation looks like with Values.

Here is how the Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory equation looks like with Units.

Here is how the Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory equation looks like.

0.0036 = 7 \cdot {(\frac{2.55}{0.56})}^{- 5}

0.0036m = 7m \cdot {(\frac{2.55}{0.56})}^{- 5}

0.0036 = 7 \cdot {(\frac{2.55}{0.56})}^{- 5}

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Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory Solution

Follow our step by step solution on how to calculate Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory?

FIRST Step Consider the formula

H' o = λ o \cdot {(\frac{Ω b}{0.56})}^{- 5}

Next Step Substitute values of Variables

∴

H' o = 7m \cdot {(\frac{2.55}{0.56})}^{- 5}

Next Step Prepare to Evaluate

∴

H' o = 7 \cdot {(\frac{2.55}{0.56})}^{- 5}

Next Step Evaluate

∴

H' o = 0.00357550403822473m

LAST Step Rounding Answer

∴

H' o = 0.0036m

Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory Formula Elements

Variables

Equivalent Unrefracted Deepwater Wave Height

Equivalent Unrefracted Deepwater Wave Height (EDWH) is a parameter used particularly in wave behaviour and breakwater design, defined in relation to the Breaker Height Index from Linear Wave Theory.

Symbol: H'_o

Measurement: LengthUnit: m

Note: Value can be positive or negative.

Formulas to find Equivalent Unrefracted Deepwater Wave Height

Deep-Water Wavelength

Deep-Water Wavelength is the horizontal distance between two successive crests (or troughs) of the wave.

Symbol: λ_o

Measurement: LengthUnit: m

Note: Value should be greater than 0.

Formulas to find Deep-Water Wavelength

Breaker Height Index

Breaker Height Index is the ratio of wave height and still water depth at the shore face location where waves start breaking.

Symbol: Ω_b

Measurement: NAUnit: Unitless

Note: Value should be greater than 0.

Formulas to find Breaker Height Index

Other formulas in Breaker Index category

Go Breaker Depth Index

γ b = \frac{H b}{d b}

Go Wave Height at Incipient Breaking given Breaker Depth Index

H b = γ b \cdot d b

Go Water Depth at Breaking given Breaker Depth Index

d b = (\frac{H b}{γ b})

Go Breaker Height Index

Ω b = \frac{H b}{λ o}

How to Evaluate Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory?

Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory evaluator uses Equivalent Unrefracted Deepwater Wave Height = Deep-Water Wavelength*(Breaker Height Index/0.56)^(-5) to evaluate the Equivalent Unrefracted Deepwater Wave Height, The Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory formula is defined as the calculation of the equivalent deepwater wave height, which is the wave height that would exist in deep water without any refraction effects due to changes in water depth. Equivalent Unrefracted Deepwater Wave Height is denoted by H'_o symbol.

How to evaluate Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory using this online evaluator? To use this online evaluator for Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory, enter Deep-Water Wavelength (λ_o) & Breaker Height Index (Ω_b) and hit the calculate button.

FAQs on Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory

What is the formula to find Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory?

The formula of Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory is expressed as Equivalent Unrefracted Deepwater Wave Height = Deep-Water Wavelength*(Breaker Height Index/0.56)^(-5). Here is an example- 0.003646 = 7*(2.55/0.56)^(-5).

How to calculate Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory?

With Deep-Water Wavelength (λ_o) & Breaker Height Index (Ω_b) we can find Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory using the formula - Equivalent Unrefracted Deepwater Wave Height = Deep-Water Wavelength*(Breaker Height Index/0.56)^(-5).

Can the Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory be negative?

Yes, the Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory, measured in Length can be negative.

Which unit is used to measure Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory?

Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory is usually measured using the Meter[m] for Length. Millimeter[m], Kilometer[m], Decimeter[m] are the few other units in which Equivalent Unrefracted Deepwater Wave Height given Breaker Height Index from Linear Wave Theory can be measured.

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