CH1 imp Flashcards

1
Q

Govern the evolution of the atmosphere

A

Physical laws of motion and conservation of energy

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2
Q

Core of NWP

A

Laws converted to mathematical equations

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3
Q

Making a forecast

A

If you know the initial conditions you can solve the equations to find new values of the variables at a later time

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4
Q

Parameterization

A

Physical terms expressed in terms of forecast variables

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5
Q

Represent all scales of atmospheric motions

A

Hydrodynamical equations

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6
Q

Obtaining model equations

A

Hydrodynamical equations are simplified by applying approximations and assumptions that are applicable to a particular scale of motion

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7
Q

Thin layer approximation

A

Lead to system of nonhydrostatic equations that allows for the proper handling of mesoscale atmospheric motion. Those simplifications are made through scale analysis

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8
Q

Hydrostatic balance equation

A

Synoptic scale where vertical velocity is on an order of magnitude smaller than horizontal velocity it is ignored. It will then become a diagnostic relation known as hydrostatic balance equation

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9
Q

Adiabatic frictionless atmosphere

A

Primitive equations

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10
Q

Basis of most NWP models

A

Primitive equations

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11
Q

Anelastic approximation

A

Involves neglecting time derivative of density in the continuity equation

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12
Q

QG approximation

A

Winds are approximated by their geostrophic values (prop. To Pressure gradient) acc in mom eqn Adv in temp eqn

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13
Q

NWP models use …. Equations

A

Primitive

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14
Q

Thin layer approximation properties

A
  1. Model atmospheric flow over a wide spectrum of spatial scales (planetary to meso) 2. Simulate the propagation of Rossby, inertia-gravity and sound waves. 3. Cannot simulate geosphysical fluids with large vertical extension (gaseous planets)
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15
Q

Hydrostatic assumptions properties

A
  1. Terrestrial atmosphere if the phenomena has a horizontal scale exceeding 10 km or so
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16
Q

Primitive equations properties

A
  1. Simulating atmospheric motion whose horizontal space scale is greater than 10km 2. Take into account Rossby waves and inertia gravity waves but eliminate sound waves (hydrostatic relation filtering effect)
17
Q

Anelastic approximation properties

A
  1. 3D divergence = 0 2. Horizontal divergence must be balanced by vertical divergence which act to maintain air density 3. Filter out horizontal propagation of sound waves since they require 3D divergence in order to propagate
18
Q

QG approximation properties

A
  1. Vertical acceleration neglected (hydrostatic approximation) 2. Filter sound, gravity and inertial waves/oscillations 3. Cannot describe small scale motions such as mesoscale circulation in frontal zones
19
Q

example of source

A

precipitation

20
Q

example of sinks

A

evaporation

21
Q

sign of source and sinks

A

source +ve and sinks -ve`

22
Q

scales of atmospheric motion

A

micro <1

meso 1-100 “non hydrostatic

synoptic 100-5000 “hydrostatic

planetary 5000-40000

23
Q

compare hydrostatic and non hydrostatic

A