1

Summary

Geography Class 26

## Revision of the previous class (05:13 PM)

## Precipitation (05:28 PM)

- Precipitation requires the following **three condition**
- a)Upliftment mechanism: To cause moist air to rise
- b)Saturation and cooling of air below the due point
- c)Presence of Hygroscopic nuclei such as dust particles around which water droplets can accumulate.
- **Types of precipitation**
- **a)Convectional Rainfall**
- It occurs in the region of intense heating near the ground surface.
- Heating causes air to expand and rise resulting in the upliftment.
- They are often accompanied by thunderstorms and lightning due to the formation of cumulonimbus clouds.
- They are experienced throughout the year in equatorial regions and in summers in tropical regions.
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)
- **b)Orographic Rainfall**
- When warm and moist air is forced to rise across mountain slopes it cools down causing precipitation along the windward side.
- However, on the leeward side, the descending air will not cause precipitation creating a rain shadow region, for example, The Western Ghats of India.
- 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)
- **c)Frontal Rainfall**
- It occurs along frontal zones due to the convergence of different types of air masses.
- The warm air mass rises above the cold air mass causing precipitation.
- Frontal precipitation is common along the temperate region.
- 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)
- **Distribution of precipitation**
- Along the Equatorial region, the highest precipitation is experienced above 200 cm per annum.
- It is due to the convectional Rainfall
- Along subtropical regions around 30 degrees minimum rainfall experienced 25 cms per annum.
- The Mid-latitude regions between 30 to 40 degrees of North and south experience uniform and moderate precipitation due to the frontal rainfall.
- Due to the presence of moist maritime air mass oceans receive more precipitation than the continents.
- Coastal regions receive higher precipitation than the interior.

## Thunderstorm and Lightning (05:49 PM)

- Due to intense heating and strong vertical convection, Cumulonimbus clouds are formed.
- The Raindrops in these clouds move up and down due to strong air currents creating electric charges which accumulate on opposite sides of clouds.
- When both types of charges have attracted a flash of light is produced due to the exchange of charges called lightning.
- Lightening causes Vaccum in the cloud due to the Rapid expansion of air.
- It is filled by the surrounding cold air producing **claps of Thunder.**

## Cloud Burst (06:10 PM)

- IMD defines cloud burst as Rainfall over 10cm per hour concentrated in a small area of a few km.
- **Formation of cloud burst**
- High temperature and higher humidity favour strong and rapid convection.
- Steep topography along the mountainous region causes a huge buildup of clouds without precipitation due to the funnelling effect.
- The Rapid convection prevents the Raindrops to fall down.
- Once the cloud becomes too heavy for the air to hold on it drops together in quick succession resulting in a cloud burst.
- In India, cloud bursts can be observed along the Himalayas, Rajasthan desert, and monsoon coasts.

## Tornado (06:36 PM)

##

- A violently rotating column of air extends from the ground to the base of a Thunderstorm.
- It appears like a funnel descending from a cloud.
- The wind speed goes up to 400 km per hour.
- It is formed with changes in wind speed and direction creating a horizontal spinning effect within a storm cell.
- This effect is tipped vertically by rising air moving up through the thunderclouds.
- A water spout is a whirling column of air and water mist developed over water bodies.

## Jet streams (07:11 PM)

- **WMO**defines jet streams as a strong narrow current concentrated along a quasi-horizontal axis in the upper troposphere or lower stratosphere characterized by strong vertical and lateral wind shear.
- Featuring one or more velocity maxima.
- **Characteristics:**
- They are thousands of km in length and 100 km in width.
- Normally blows from west to east.
- winds are faster during winter.
- The entire system follows the sun.
- It follows the Zig Zag path in the form of Rosby waves.
- **Causes**
- Jet streams are generated due to the temperature difference between the two regions that is Tropical and Temperate, Temperate and polar, etc.
- The difference in pressure gradient with altitude above cold and warm air mass causes strong movements of winds.
- The larger the temperature difference, the stronger the winds.

## Types of Jet streams (07:49 PM)

- **![](data:image/jpeg;base64,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)**
- a)Polar front jet streams.
- They are formed where the polar and Ferrel cells meet.
- They are irregular and discontinuous.
- They blow from west to East.
- b)Subtropical westerly jetstream
- Associated with temperature gradient between Headley and Ferrel cell.
- It is more regular and strong, It blows from west to east.
- c) Tropical Easterly Jet stream
- Forms over India and Africa only in summer due to the intense heating of the Tibetan plateau.
- The direction is east to west.
- d)Polar Night jet stream
- Formed over the polar region above the troposphere during winters.
- They are associated with the formation of the ozone hole.
- The direction is from west to east.
- e)Local jet stream
- They are formed due to local thermal and dynamic conditions.
- Example: Somali jet streams
- **Significance of the Jet streams**
- The jet stream is responsible for cyclonic and anticyclonic conditions along the surface.
- Upper divergence in jetstreams causes lower convergence and upper convergence causes lower divergence.
- It changes the weather condition along the surface by suppressing or increasing precipitation.
- It is used in Aircraft navigation.
- The polar night jetstreams are responsible for Ozone depletion.
- The jet streams help in the transportation of pollutants into the upper troposphere from urban regions and help in clearing fog and smog during winter.
- It helps in the formation of temperate cyclones and intensifies them.
- The monsoon in south Asia is controlled and affected by subtropical westerly, Tropical easterly, and Somali jet streams.
- The sub-tropical westerly jet streams help in bringing western disturbance causing precipitations during winters in the Northwest region.
- The interactions of jet streams with la Nina conditions cause the formation of a heat dome over North America.
- Meandering of Jetstreams near polar regions during winters results in the outbreak of polar vortex causing freezing conditions along lower latitudes.

## The topic for the next class is: Polar vortex, Continuation of climatology