Chapter 1: Characteristics of tropical regions Flashcards
tropical weather is influenced by
- its geography
- its control over weather systems
- movement and development
factors that effect the development and movement of weather in tropics
- the districution of land and water (sea)
- land and sea breeze
- local scale
- durinal scale
- monsoon
- large scale
- seasonal
- land and sea breeze
- the effect of mountain chains on the motion of weather systems
- moonsoon
- hemalaian mountains deflect monsoon wind to keep it in Asia
- moonsoon
tropical geography:
- less land in tropics than at higher latitudes (36 % of the earths land mass is in tropics)
- generate monsoon flows of the tropical zones
- provides the moisture that drives the tropical heat engine (moisture releases latent heat)
- in tropics more land to the north than to the south of the equator
- brings more rain to the north of the equator due to the formation of heat low over the land
- the tropical zone has a dissproportionality large amount of high land (more mountain ranges) ex: himalayas, SE asian mountains
- guid and block the movement of weather systems
Major differences between tropics and midlatitude
- corriolis parameter is small in the tropics
- weather systems in tropics are dominated by convection and the effects of water vapor and latent heating (in mid latitude dominated by waves)
because of convection the planetary boundary layer is much deeper in tropics - tropopause is much higher and cooler in the tropics
- sea level pressure exhibits durinal and semi diurinal cycle due to gravitaional and thermal tides in the atmosphere
implications of corriolis parameter being small in the tropics
- winds cannot be assumed geostrophic or quasigeostrophic
- the relationship (dynamic link) between divergence/ convergence & vorticity tendency is much weaker than in higher latitudes
- circulations are much larger (in tropics circulation penetrates more into the land)
what is the corriolis parameter
f= 2(omega) sin (theta)
omega= 7.292 x 10-5 s-1
theta = latitude
planetary boundary layer
1 km layer near the surface that is influenced by turbulences. if turbulences and convection is more the height will increase (tropics)
tropopause height in the equator and near the poles
13 km
8 km
Horizontal momentum equation (simplified) in vector form:
Horizontal momentum equation (simplified) in vector form: (explain the terms)
if you apply the scale analysis to Horizontal momentum equation
you will see a balance between PGF and corriolis terms. The terms on the RHS are larger. If the ratio between the PGF and corriolis force will determine if the acceleration term can be neglected
in the tropic corriolis force is almost
zero
Breakdown of geostrophic approximation
(A) acceleration (inertial)
(B) Pressure gradient force ( required for air to move from one place to another)
(C) corriolis force (change with latitude)
The rossby number
(R0) ratio of the inertial force (term A) to the corriolis force (Term C)
Express the Rossby number
R0 may be
- <<0
- In extratropics and higher latitudes R0 almost 0.1 (SYNOPTIC SCALE)
- corriolis force is large
- inertial forces are unimportant
- balance between PGF and Corriolis ofrce (Geostrophic balance)
- >>1
- In tropics R>0.1 (SYNOPTIC SCALE)
- corriolis force is small
- coriois force is unimportant
- balance between inertial force (acceleration) and pressure gradient force (cyclostrophic balance)
- almost 1
- occure in mesoscale systems (hurricanes, tornadoes) in tropics and extra tropics
- Corriolis force and inertial force are of the same order
- No term can be neglected
- gradient wind balance