numerical quiz 4

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Last updated 2:07 PM on 3/27/26
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34 Terms

1
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What is an integral invariant

F(u) = integral f(u) dv function of atmospheric state u(r,t) dF/dt =0

2
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What are the atmospheric state variables

U(r,t)

3
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How to replace a volume integral

A summation over all discrete modes (grid points) used for the representation of the state variables in the model

4
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How to maintain the long term stability of model solutions.

The preservation of key conservation laws

5
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What are global conservation laws the result of

Local symmetries of the equations.

6
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What’s the key to preserving the conservation laws of the models

Preserving the local symmetries

7
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what is the lagrangian invariant

When a state variable S satisfies equation dS/dt=0

8
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When a state variable is a lagrangian invariant, what is its smooth function

Also lagrangian

9
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What are the two lagrangian invariants in the full primitive equations

potential temp and (ertel) potential vorticity

10
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What creates potential vorticity

Diabetic heating

11
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When hydrostatic balance is in effect, what is hydrostatic balance

Not lagrangian invariant, so need to use isentropic potential vorticity

12
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What is Potential vort simplified to under QG

Geostrophic vorticity, with integral invariant enstrophy

13
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What’s an important invariant that’s non lagrangian

Total energy, with integrand terms of kinetic energy, internal energy, and potential energy

14
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Is conserving local symmetries important

No, less important. Conservation of potential vorticity symmetries are more important

15
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Name two other integral invariants in the energy group

Absolute momentum and angular momentum

16
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What is flux

Flow of S through surface A

17
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What is the local form of conservation of mass

The continuity equation

18
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The flux on two sides of the same wall must have the same magnitude and opposite sign:

Something bruh

19
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NOAA can currently do how many penta flops

10^15

20
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What do numerical schemes do

Discretize the spatial and temporal partial derivatives

21
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When to use spectral transform

Discretize two horizontal directions. Computed on spherical harmonics. Nonlinear terms and physical parameterizations computed on grid

22
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What uses spectral

Euro and GFS

23
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Finite difference schemes

Spatial derivatives approximated by finite differences. Used for horizontal and vertical

24
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What uses finite differences schemes

Idk met offices and WRF

25
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What map preserves angles

Conformal

26
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The _____ is the ratio of the distance between a pair of nearby locations

Map factor

27
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What operational center uses a cube shaped grid in their operational global model

NCEP

28
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Sigma is the ratio of pressure and

Surface pressure

29
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What is sigma at the bottom of the atmosphere

1

30
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What’s the projection point of the northern stereo graphic map projection

South Pole

31
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Replace wind with what

Pseudo wind

32
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In spherical coordinated, positive i is

East

33
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A barotropic model can catch extra tropical cyclogenisis

false

34
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QG barotropic vorticity is extreme reduction of

Divergence equation

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