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Natural Calamities - Tsunami and Safety measures

Grade 5ICSE

Review the key concepts, formulae, and examples before starting your quiz.

🔑Concepts

A Tsunami is a series of giant ocean waves caused by a sudden disturbance under the ocean floor, such as an earthquake, volcanic eruption, or underwater landslide.

The word 'Tsunami' is derived from the Japanese words tsutsu (meaning harbor) and naminami (meaning wave).

In the deep ocean, tsunami waves have a small height (often less than 1 meter1 \text{ meter}) but travel at very high speeds, sometimes exceeding 800 km/h800 \text{ km/h}.

As a tsunami reaches shallow coastal waters, its speed decreases, but its height increases dramatically, often reaching heights of 30 meters30 \text{ meters} or more.

A common warning sign of an approaching tsunami is the rapid receding of water from the shoreline, exposing the ocean floor.

Safety measures include moving to higher ground (at least 30 meters30 \text{ meters} above sea level) or moving at least 3 km3 \text{ km} inland immediately after an earthquake or tsunami warning.

Undersea earthquakes that cause tsunamis usually occur at subduction zones where tectonic plates meet, typically measuring above 7.07.0 on the Richter Scale.

📐Formulae

Speed (v)=Distance (d)Time (t)\text{Speed (v)} = \frac{\text{Distance (d)}}{\text{Time (t)}}

v=g×h (Wave speed in shallow water, where g is acceleration due to gravity and h is water depth)v = \sqrt{g \times h} \text{ (Wave speed in shallow water, where } g \text{ is acceleration due to gravity and } h \text{ is water depth)}

Magnitude(M)>7.0 (Threshold for potential tsunami-generating earthquake)\text{Magnitude} (M) > 7.0 \text{ (Threshold for potential tsunami-generating earthquake)}

💡Examples

Problem 1:

If a tsunami is detected 2100 km2100 \text{ km} away from the coast and it is traveling at a constant speed of 700 km/h700 \text{ km/h}, calculate how much time the coastal authorities have to evacuate the residents.

Solution:

Using the formula t=dvt = \frac{d}{v}, we get t=2100 km700 km/h=3 hourst = \frac{2100 \text{ km}}{700 \text{ km/h}} = 3 \text{ hours}

Explanation:

By dividing the total distance from the source by the speed of the wave, we find that the tsunami will reach the shore in 33 hours.

Problem 2:

During a tsunami, a wave reaches a height of 15 meters15 \text{ meters}. If a house is built on a cliff 25 meters25 \text{ meters} above sea level, will the house be hit by the crest of the wave?

Solution:

Since 25 m>15 m25 \text{ m} > 15 \text{ m}, the house is above the peak height of the wave.

Explanation:

To ensure safety, the elevation of the safety zone must be higher than the maximum predicted wave height (HwaveH_{wave}). Here, the height of the cliff provides a safety margin of 10 meters10 \text{ meters}.

Tsunami and Safety measures - Revision Notes & Key Formulas | ICSE Class 5 Science