Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition Solution

STEP 0: Pre-Calculation Summary
Formula Used
Seabed Elevation = Water Depth for Semi-Axis of Ellipse*((Vertical Semi-axis/(Height of The Wave/2))-1)
Z = ds*((B/(Hw/2))-1)
This formula uses 4 Variables
Variables Used
Seabed Elevation - Seabed Elevation of the catchment under consideration. Seabed is the bottom of the ocean.
Water Depth for Semi-Axis of Ellipse - (Measured in Meter) - Water Depth for Semi-Axis of Ellipse is the depth of water from the bed of sea for semi-axis of ellipse.
Vertical Semi-axis - Vertical Semi-axis of an ellipse can be calculated in various ways.
Height of The Wave - (Measured in Meter) - Height of The Wave is the difference between the elevations of a crest and a neighboring trough.
STEP 1: Convert Input(s) to Base Unit
Water Depth for Semi-Axis of Ellipse: 13.5 Meter --> 13.5 Meter No Conversion Required
Vertical Semi-axis: 7.415 --> No Conversion Required
Height of The Wave: 14 Meter --> 14 Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Z = ds*((B/(Hw/2))-1) --> 13.5*((7.415/(14/2))-1)
Evaluating ... ...
Z = 0.800357142857144
STEP 3: Convert Result to Output's Unit
0.800357142857144 --> No Conversion Required
FINAL ANSWER
0.800357142857144 0.800357 <-- Seabed Elevation
(Calculation completed in 00.004 seconds)

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13 Horizontal and Vertical Semi-axis of ellipse Calculators

Phase Angle for Horizontal Fluid Particle Displacements
Go Phase Angle = asin(((Fluid Particle Displacements/Wave Amplitude)*(sinh(2*pi*Water Depth/Wavelength)/cosh(2*pi*(Distance above the Bottom)/Wavelength)))^2)^2
Wave Height for Major Horizontal Semi-Axis Deep Water Condition
Go Height of The Wave = (2*Horizontal Semi-axis of water particle)/exp(2*pi*Seabed Elevation/Length of Water Wave)
Major Horizontal Semi Axis for Deep Water Condition
Go Horizontal Semi-axis of water particle = (Height of The Wave/2)*exp(2*pi*Seabed Elevation/Length of Water Wave)
Major Horizontal Semi Axis for Shallow Water Condition
Go Horizontal Semi-axis of water particle = (Height of The Wave/2)*(Length of Water Wave/(2*pi*Water Depth for Semi-Axis of Ellipse))
Water Depth for Major Horizontal Semi-Axis for Shallow Water Condition
Go Water Depth for Semi-Axis of Ellipse = (Height of The Wave*Length of Water Wave)/(4*pi*Horizontal Semi-axis of water particle)
Wave Height for Major Horizontal Semi-Axis for Shallow Water Condition
Go Height of The Wave = (4*Horizontal Semi-axis of water particle*pi*Water Depth for Semi-Axis of Ellipse)/Length of Water Wave
Wavelength for Major Horizontal Semi-Axis for Shallow Water Condition
Go Length of Water Wave = (4*pi*Water Depth for Semi-Axis of Ellipse*Horizontal Semi-axis of water particle)/Height of The Wave
Wave Height for Minor Vertical Semi-Axis Deep Water Condition
Go Height of The Wave = (2*Vertical Semi-axis)/exp(2*pi*Seabed Elevation/Length of Water Wave)
Minor Vertical Semi-Axis for Deep Water Condition
Go Vertical Semi-axis = (Height of The Wave/2)*exp(2*pi*Seabed Elevation/Length of Water Wave)
Wave Height Given Minor Vertical Semi-Axis for Shallow Water Condition
Go Height of The Wave = (2*Vertical Semi-axis)/(1+(Seabed Elevation/Water Depth for Semi-Axis of Ellipse))
Water Depth Given Minor Vertical Semi-Axis for Shallow Water Condition
Go Water Depth for Semi-Axis of Ellipse = Seabed Elevation/((Vertical Semi-axis/(Height of The Wave/2))-1)
Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition
Go Seabed Elevation = Water Depth for Semi-Axis of Ellipse*((Vertical Semi-axis/(Height of The Wave/2))-1)
Minor Vertical Semi Axis for Shallow Water Condition
Go Vertical Semi-axis = (Height of The Wave/2)*(1+Seabed Elevation/Water Depth for Semi-Axis of Ellipse)

Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition Formula

Seabed Elevation = Water Depth for Semi-Axis of Ellipse*((Vertical Semi-axis/(Height of The Wave/2))-1)
Z = ds*((B/(Hw/2))-1)

How does depth affect wavelength?

The change from deep to shallow water waves occurs when the depth of the water, d, becomes less than one half of the wavelength of the wave, λ. The speed of deep-water waves depends on the wavelength of the waves. We say that deep-water waves show dispersion. A wave with a longer wavelength travels at higher speed.

What are 4 types of ocean floor?

Features of the ocean floor include the continental shelf and slope, abyssal plain, trenches, seamounts, and the mid-ocean ridge. The ocean floor is rich in resources. Living things on the ocean floor are used for food or medicines.

How to Calculate Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition?

Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition calculator uses Seabed Elevation = Water Depth for Semi-Axis of Ellipse*((Vertical Semi-axis/(Height of The Wave/2))-1) to calculate the Seabed Elevation, Sea bed given minor vertical semi-axis for shallow water condition is defined as seabed is bottom of ocean, no matter how deep. All floors of ocean are known as 'sea beds'. Seabed Elevation is denoted by Z symbol.

How to calculate Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition using this online calculator? To use this online calculator for Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition, enter Water Depth for Semi-Axis of Ellipse (ds), Vertical Semi-axis (B) & Height of The Wave (Hw) and hit the calculate button. Here is how the Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition calculation can be explained with given input values -> 0.800357 = 13.5*((7.415/(14/2))-1).

FAQ

What is Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition?
Sea bed given minor vertical semi-axis for shallow water condition is defined as seabed is bottom of ocean, no matter how deep. All floors of ocean are known as 'sea beds' and is represented as Z = ds*((B/(Hw/2))-1) or Seabed Elevation = Water Depth for Semi-Axis of Ellipse*((Vertical Semi-axis/(Height of The Wave/2))-1). Water Depth for Semi-Axis of Ellipse is the depth of water from the bed of sea for semi-axis of ellipse, Vertical Semi-axis of an ellipse can be calculated in various ways & Height of The Wave is the difference between the elevations of a crest and a neighboring trough.
How to calculate Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition?
Sea bed given minor vertical semi-axis for shallow water condition is defined as seabed is bottom of ocean, no matter how deep. All floors of ocean are known as 'sea beds' is calculated using Seabed Elevation = Water Depth for Semi-Axis of Ellipse*((Vertical Semi-axis/(Height of The Wave/2))-1). To calculate Sea Bed Given Minor Vertical Semi-Axis for Shallow Water Condition, you need Water Depth for Semi-Axis of Ellipse (ds), Vertical Semi-axis (B) & Height of The Wave (Hw). With our tool, you need to enter the respective value for Water Depth for Semi-Axis of Ellipse, Vertical Semi-axis & Height of The Wave 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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