1

Summary

Geography Class 25

## Revision of the previous class (05:12 PM)

## Humidity, Evaporation, and Condensation

## (05:20 PM)

- The amount of water Vapour in the atmosphere is called Humidity, It helps in energy balance on the surface of Earth through Evaporation and Condensation.
- Humidity is the index of the atmosphere's potential for Yielding precipitation.
- **Measurement of Humidity in the atmosphere**
- **3 ways:**
- **a) Specific humidity**
- It is the ratio of the weight of water vapor in grams to the weight of air in kgs expressed as grams/kg of Air.
- It indicates the actual amount of Moisture present in the air.
- Here amount of water vapor remains the same, It is not showing the effect of temperature.
- **b)Absolute humidity**
- It is the ratio of the weight of water vapor in grams to the volume of air in a meter cube
- Expressed as grams per meter cube of air
- Measures humidity in grams/m3 i.e 100 gms/m3
- It decreases with the expansion of air and increases with the contraction
- **c)Relative humidity**
- Measures Humidity in percentage
- It is the ratio between the amount of water vapor present in the air to the maximum amount of water vapor it can hold at a given temperature.
- Relative humidity seen just with temperature.
- If the temperature is increased the maximum capacity increases and relative humidity decreases.
- If the temperature is decreased maximum capacity decreases Relative humidity increases.
- Air is said to be saturated when Relative humidity reaches 100%.

## Evaporation (05:58 PM)

- The conversion of liquid water into water vapor is called Evaporation
- **3 important factors**
- a) Higher the temperature, the Higher the rate of evaporation.
- b) Humidity: Higher the humidity, the Lower the rate of evaporation.Due to the saturation of Air.
- c) Wind speed: Higher the wind speed, the Higher the rate of evaporation as Air movement provides a constant supply of fresh air.
- **Distribution**
- Highest in 30 degrees
- Lowest in the polar region.

## Condensation (06:07 PM)

- The process of conversion of water vapor into liquid water is called as condensation.
- It is the reversal of evaporation.
- The temperature at which condensation takes place is called a dew point.
- If condensation happens below zero degree celsius it is called a frost point.
- **Condensation forms**
- **Dew**
- It is the moisture deposited in the form of liquid water droplets on land surfaces.
- The conditions favorable for the formation of dew are long winter nights, Calm air, and cloudless sky.
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)
- **Frost**
- It is a thin layer of ice on a solid surface.
- It is formed when the temperature of the surface is below the freezing point and the water droplets are falling on such a cold surface.
- 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)
- **Rime**
- The deposition of needle-like white opaque icy crystals on the surfaces with temperature below zero degrees Celcius.
- It occurs when supercooled water droplets in the air come in contact with the surface below the freezing point.
- 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)
- **Fog (07:05 PM)**
- It is produced near the surface when the temperature of the air drops suddenly.
- The visibility will be less than 1 km.
- The condition required for the formation of fog is the same as the condition of temperature inversion
- Following conditions favor fog formation commonly
- Long winter night, Calm air, and cloudless sky.
- **Types of Fog:**
- Radiation fog, Valley fog, Frontal fog, Advection fog
- **Mist**
- It consists of small droplets of water suspended in the air.
- It is similar to fog but with a lower density of water vapor.
- Visibility in Mist is between 1-2 km.
- ![](data:image/jpeg;base64,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)
- **Haze**
- It is caused by smoke and dust particles with humidity.
- It is generally observed in Urban areas.
- Visibility in Haze is up to 2 km.

## Clouds and precipitation (07:13 PM)

- **Stability condition**
- It is the condition when air resists vertical movement and remains in its original position.
- Stability is when the air is cooled at its base or when air subsides along high-pressure belts.
- Pressure is unlikely in this condition.
- **Instability condition**
- It is a condition where air does not resist vertical movement and leads to cloud formation and precipitation.
- Instability occurs along the regions of High temperature and low pressure.

## Types of Clouds (07:26 PM)

- **Cirrus**
- Cirrus means Thin, High altitude, and feathery appearance
- White in color and indicates fair weather.
- Ciro stratus
- Layered and High altitude with a milky appearance.
- **Stratus**
- Stratus means layered.
- **Alto**
- Alto means middle altitude.
- **cumulus**
- Cumulus clouds have a cotton wool-like appearance with dome-shaped cauliflower top
- Also called globular masses
- **Nimbus**
- Nimbus means Rain bearing
- **Alto Cumulus**
- Globular masses of clouds with a cotton wool-like appearance at middle altitude.
- **Altostratus**
- A layer of clouds in sheets along the middle altitude.
- **Stratus**
- A low uniform layer of cloud near the ground level produces light drizzle.
- 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)
- **Cumulonimbus clouds**
- Overgrown cumulus clouds are very dark heavy and dense with an anvil top.
- It causes heavy rainfall with thunder and lightning.
- 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)

## The Topic for the next class:

Precipitation, Type of Rainfall.