Weather exam 2 Flashcards

(90 cards)

1
Q

Geosynchronous (GOES)

A

A. 36,000 km/22,300 mi above Earth
B. Stationary above point on Equator
a. GOES East (75ᵒW)
b. GOES West (135ᵒW)

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2
Q

Geosynchronous (GOES): part 2

A

A. Advantages:
i. High resolution
ii. 60ᵒN – 60ᵒS
B. Disadvantage:
i. High latitudes

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3
Q

Polar Orbiting (POES):

A

B. Earth rotates beneath satellite
A. ~840 km/520 mi above Earth
C. Orbital period ~102 min

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4
Q
  1. Polar Orbiting (POES) part 2
A

A. Advantage:
B. Disadvantages:
i. High latitudes
ii. Low latitudes
iii. Resolution
i. Multiple times in single image

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5
Q

Visible (VIS)

A
  1. Sensor measures reflected VIS
  2. High resolution
  3. NO utility at night
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6
Q

Infrared (IR)

A
  1. Sensor measures emitted IR
  2. Lower resolution than VIS
  3. Utility at night
    a. Temperature (S-B)
    b. Highest altitude object
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7
Q

Water Vapor (VAP)

A
  1. Sensor measures emitted IR
    a. Different wavelength of IR
  2. Utility at night
    b. Temperature
    c. Highest altitude vapor
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8
Q

Base Reflectivity

A

a. Radar emits microwave pulse
b. Energy scattered back to radar
c. Intensity (dBZ) indicates particle
size
i. Rainfall rate

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9
Q

Doppler effect

A

a. Motion toward radar
i. Wave compression and increased
frequency

b. Motion away from radar
ii. Wave stretching and decreased
frequency

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10
Q
  1. Vapor Pressure (e)
A

a. amount of pressure (in mb) exerted by water vapor in the air
i. measure of the actual vapor content of the air

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11
Q

Initial conditions

A

vapor pressure = 0

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12
Q

Vapor pressure increasing

A

vapor pressure > 0
evaporation rate > condensation rate
vapor pressure increases

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13
Q

Vapor Pressure Constant

A

vapor pressure > 0
evaporation rate = condensation rate
vapor pressure equilibrium
Saturation

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14
Q
  1. Saturation Vapor Pressure (es)
A

a. Vapor pressure of the air when the air is saturated
i. Measure of the maximum vapor content of the air

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15
Q

Saturation Vapor Pressure (es) Part 2

A
  1. Pressure exerted by the maximum amount of vapor that can
    be in the air at a given temperature.
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16
Q

Saturation Vapor Pressure (es) Part 3

A
  1. Exponential relationship with T
    a. subsaturation (e < es)
    b. saturation (e = es)
    c. supersaturation (e > es)
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17
Q

Relative Humidity (RH)

A

Before we define, what is the RH indicated by point “*” on the graph?

a.Explain!
b.T= 80 F and e= 18 mb
C.Hint: what is es at 80 F?
I. If e=18mb & es=36 mb, then RH=50%

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18
Q

Relative Humidity (RH) Part 2

A

a. the actual vapor pressure of
the air (e) relative to (/) the
vapor pressure exerted by
the air if it were saturated
(es).
b. RH = e/es * 100%

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19
Q

Saturation of subsaturated air

A
  1. Add vapor to es
  2. Cool air to es
  3. Dew Point Temperature
    a. Initially, temperature at which
    dew forms
    b. Temperature to which air is
    cooled to become saturated
    i. Td = 61ᵒF
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20
Q

Saturation of Subsaturated Air Part 2

A
  1. Add vapor to es
  2. Cool air to es
    a. T is a proxy for the maximum
    amount of vapor that can be in
    the air…es
    a. Td is a proxy for the actual
    amount of vapor in the air…e
  3. T ≥ Td
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21
Q

Dew Point Depression Recap

A
  1. DPD = T - Td
  2. Approximate measure of RH
  3. Magnitude of difference between T
    and Td?
    a. T=80 F
    b. Td=61 F
    C. DPD= (80-61) = 19F
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22
Q

Cloud Condensation Nuclei

A
  1. Aerosols
    a. dust, pollen, smoke, etc.
    b. 0.2 – 10 μm
    i. concentration decreases as size
    increases
    c. Hygroscopic
    i. Condensation when RH < 100%
    d. Hydrophobic
    i. No condensation when RH > 100%
  2. Condensation will not occur if nuclei are
    not present.
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23
Q

Condensation

A
  1. Cool air to Td
  2. Additional cooling causes air to cool along the es
    curve.
    a. Air remains saturated as it cools.
    b. Vapor content of air decreases
  3. The Earth’s surface cools overlying air.
    a. Fog
  4. Rising air causes expansional cooling
    a. Clouds
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24
Q

Fog

A

Cloud at Earth’s surface resulting from
cooling of saturated air.

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25
1. Radiation fog
a. Forms during clear calm nights. b. Earth’s surface cools the overlying air to Td. c. Additional cooling causes condensation to occur.
26
Advection fog
a. Forms both day and night. c. Earth’s surface cools the overlying air to Td. d. Additional cooling causes condensation to occur. b. Air with Td greater than surface T advected by wind over surface. e. Often occurs during snowmelt
27
Steam fog
a. Forms over warm bodies of water. c. Water warms the overlying air. d. Water evaporates into the air. b. Cold air advected by the wind over the water. e. Warm moist air rises via convection es increases e, Td and RH increase f. Rising air quickly cooled by surrounding cold air to Td. g. Additional cooling causes condensation to occur.
28
Why do clouds form?
Lift initially subsaturated (T > Td) air Cool to Td via expansional cooling Cloud forms when T < Td
29
From Clouds to Precipitation (Warm and Cold)
1. Warm Clouds: T > 32ᵒF a. All liquid, no ice b. Collision and Coalescence i. Larger droplets collide and merge/coalesce with smaller droplets ii. Efficiency increases as larger droplet size increases
30
Cold Clouds: T < 32ᵒF
a. Ice crystals, “supercooled” droplets and vapor coexist in clouds when -40ᵒF ≤ T ≤ 32ᵒF i. deposition nuclei ￿ Hexagonal ￿ Rare b. Cold clouds composed almost entirely supercooled droplets
31
So, HOW does a cold cloud produce snow???
a. esi i. sublimation = deposition (slow) b. esl i. evaporation = condensation (fast) 3. Within a cold cloud, there exists a single c. For a cloud where T < 32ᵒF, esl > esi b. e, where esl > esi a. T, where -40ᵒF ≤ T ≤ 32ᵒF i. RHl = (e/esl) = 100% ￿ saturation ii. Rhi = (e/esi) > 100% ￿ supersaturation
32
While ice and supercooled droplets coexist in a cold cloud, only ONE can be in equilibrium
1. If e = esi a. RHl < 100% b. RHi = 100% ￿ equilibrium c. Droplets evaporate 2. If e = esl a. RHl = 100% ￿ equilibrium b. RHi > 100% c. Crystals grow (via deposition) ❄￿
33
Bergeron Process (1)
1. Given a cloud where a. -40ᵒF ≤ T ≤ 32ᵒF b. e = esl i. RHl = 100% ii. RHi > 100% iii. Vapor deposits on crystal ￿ Crystals GROW ￿ e DECREASES
34
Bergeron Process (2)
2. Given a cloud where a. -40ᵒF ≤ T ≤ 32ᵒF b. esi < e < esl i. RHl < 100% ii. RHi > 100% ￿ e INCREASES iv. Droplets EVAPORATE iii. Crystal growth decreases
35
Bergeron Process (3, 4)
3. Given a cloud where a. -40ᵒF ≤ T ≤ 32ᵒF b. e = esl (same as 1) i. RHl = 100% ii. RHi > 100% iii. Vapor deposits on crystal ￿ Crystal growth INCREASES ￿ e DECREASES 4. Repeat Steps 1-3 until ALL droplets EVAPORATE
36
Bergeron Process (5)
5. Given a cloud where only ice crystals exist a. -40ᵒF ≤ T ≤ 32ᵒF b. e = esi Bergeron Process (5) i. RHi = 100% ￿ deposition = sublimation ￿ crystal growth STOPS
37
Bergeron Process meaning
...the process by which ice crystals grow at the expense of supercooled droplets in a cold cloud
38
Precipitation associated with cold cloud processes
Snow, freezing rain, sleet
39
Snow
When air temperature remains below freezing throughout the atmosphere
40
Sleet
Partly frozen drops refreeze
41
Freezing Rain
Rain drops become "Supercooled" in cold air and freeze on contact
42
High
Clockwise and out
43
Low
Counter-Clockwise and in
44
Forces that cause surface wind (V)
. Pressure Gradient Force (PGF) b. Coriolis force (f) c. Friction (Fr)
45
Forces and wind represented by vectors
a. Arrow has both direction and magnitude b. Vectors have both left- and right-hand sides
46
1. Pressure Gradient Force (PGF): ∆p/∆d
a. only force that can act on air at rest b. directed from high to low pressure c. points in direction of rate of greatest pressure decrease d. perpendicular to the isobars e. magnitude increases as the pressure gradient increases i. PGF increases as distance between isobars decreases
47
Coriolis Force (f)
a. “Apparent” deflection of large-scale motions b. caused by latitudinal dependence of Earth’s radial velocity (RV) (2r cos/24hrs; r = 3959 miles (6371 km);  = latitude) c. RV = 1036 mph at equator, 777.8 mph at BG (41.37N), 0 mph at North Pole
48
Coriolis Force (f) Part 2
a. Always acts 90ᵒ to the right (left) of the wind in Northern (Southern) Hemisphere b. Increases with wind speed (equals 0 when the wind is calm) c. For a given V, f = 0 at the equator and increases with latitude
49
Response of air when both the PGF and f act upon it (sequential)
a. PGF initiates the wind (V) b. f acts 90ᵒ to the right of V c. V accelerates and turns to the right to strike a balance between PGF and f d. Acceleration and turning continue until balance is achieved
50
Geostrophic Wind (Vg)
a. Wind that results from a balance between PGF and f i. Always parallel to isobars ii. Low pressure to the left iii. High pressure to the right iv. Explains 80-85% real wind
51
Friction (Fr)
a. Causes the following sequence (in order) i. Vg decreases (becomes V) iii. PGF becomes dominant force ii. f decreases iv. V turns toward PGF
52
Relationship between upper level and surface circulations?
a. Surface high and low locations determined by upper level circulation pattern.
53
Constant Altitude:
Column pressure is greater over warm air than cold air.
54
Constant Pressure
Warm column height is greater then cold column height.
55
500 mb Map
Height varies on constant pressure (500 mb) surface Isoheights (solid blue) 3. Isotherms (dashed red) 4. Station models (T, Td, wind)
56
Block Experiment Recap: Part 1
Rate of pressure decrease with height is larger in cold air than in warm air. The height of an upper level pressure surface is higher in the warm column/lower in the cold
57
Block Experiment Recap: Part 2
The pressure on an upper level horizontal surface (levels 1 and 2) is larger in the warm column than the cold column. At any upper level, the PGF points from warm to cold.
58
Meteorological Application
a. The N-S PGF increases with increasing height. b. Wind speed increases with increasing height. i. Not just a result of decreasing friction!
59
Upper level height and PGF Part 1
Upper level heights decrease with increasing latitude (colder to the north). Upper level PGF rules mirror those at the surface. a. PGF directed from high to low heights toward greatest height decrease.
60
Upper level height and PGF Part 2
PGF perpendicular to the isoheight lines. c. PGF magnitude increases as distance between isoheights decreases.
61
Evolution of upper level wind
a. PGF initiates wind (V). b. Coriolis force (f) acts 90ᵒ to the right of V. c. Wind (V) accelerates and turns to the right. d. Acceleration and turning continue until balance is achieved.
62
Evolution of upper level wind Part 2
Wind is geostrophic (Vg). ii. Upper level wind westerly component ⇾Equator to pole temperature decrease!!! ⇾Low heights/cold to left of Vg ⇾High heights/warm to right of Vg
63
1. Additional upper level features
a. Ridges: i. Axis of high heights and warm column temperatures. b. Troughs: i. Axes of low heights and cold column temperatures.
64
Additional upper level features
a. Meridional wave pattern i. High amplitude waves ⇾Cold south in troughs ⇾Warm north in ridges
65
Additional upper level features part 2
a. Zonal wave pattern i. Low amplitude waves ⇾Cold air north ⇾Warm air south
66
Schematic of 3-D of ridges and troughs
Heights slope down toward the north as column becomes progressively colder.
67
Focus on isoheight curvature
a. Clockwise circulation around highs/ ridges b. Counterclockwise circulation around lows/troughs
68
Rotation in a carnival ride
a. Centrifugal or Centripetal force??? i. Motion is tangent to the ride. ii. Ride pushes person IN along the circle. iii. Centrifugal force (brown) is apparent/fake. iv. Centripetal force (white) is real! ⇾Centripetal force ALWAYS directed inward toward middle of circle.
69
If the isoheights are curved
a. Centripetal force (Ce) vector points toward the center of the circle.
70
Ridges
Ce acts in the same direction as the Coriolis force (f). i. f becomes large relative to the PGF. ⇾V increases and becomes faster than geostrophic, or “supergeo- strophic”(SUP).
71
Troughs
Ce acts in the same direction as the PGF. i. f becomes small relative to the PGF. ⇾V decreases and becomes slower than geostrophic, or “subgeostrophic” (SUB).
72
Gradient Wind (Vgr)
a. Results from a balance between PGF, Coriolis force (f) and centripetal force (Ce). i. Supergeostrophic (SUP) in ridges. ii. Subgeostrophic (SUB) in troughs.
73
Gradient Wind (Vgr) part 2
a. Supergeostrophic (SUP) in ridges. b. Subgeostrophic (SUB) in troughs.G c. Geostrophic (G) in areas of straight flow between ridges and troughs. d. So, Vgr accelerates and decelerates as air moves through the wave pattern.
74
Greatest deceleration of V in 500 mb wave
Downstream of ridge Where the winds are geostrophic (G) I. Mass converges (CON) Ii. Column weight increases Iii. Surface High pressure Iv. Sinking air
75
Surface high pressure located beneath region of 500 mb CON
Sinking mid-tropospheric air I. compressional warming Ii. relative humidity decrease Iii. relatively cloud-free near high center
76
Greatest acceleration of V in 500 mb wave
a. Downstream of trough b. Where the winds are geostrophic (G) i. Mass diverges (DIV) ii. Column weight decreases iii. Surface LOW pressure iv. Rising Air
77
Surface low pressure located beneath region of 500 mb DIV
a. Rising mid-tropospheric air ii. relative humidity increase iii. clouds and precipitation near low center
78
Atmospheric Stability and Vertical Motions:
Shape indicates “stability” and intensity of vertical motion.
79
Stability
determined by the response of an object displaced from its initial position
80
Stable
Object displaced from initial position returns to that position
81
Unstable
Object displaced from initial position accelerates away from that position
82
Neutral
Object displaced from initial position remains where displaced
83
Parcel
small hypothetical volume
84
Parcel Part 2
Defined by 3 interactions with surrounding environment 1. flexible boundaries 2. no MASS exchange with surrounding environment 3. no ENERGY exchange with surrounding environment ...ADIABATIC Expansional Cooling as Parcels Rise ENVIRONMENT (TE = PE + KE = constant)
85
Parcel part 3
Expansional Cooling as Parcels Rise
86
Rising Parcel
Dry adiabatic lapse rate (d) = 10C/km (Expansional cooling ➣Moist adiabatic lapse rate (m) = 6C/km (Expansional Cooling - Latent Heat Release) ➣Environmental lapse rate (e) = ?C/km CP
87
Sounding
Vertical temperature profile of environment (i.e., 𝚪e) Rate of temperature change in the environment is NOT constant
88
How to determine atmospheric stability for a given sounding: Part 1
if the temperature of the parcel air is colder than that of the environment then parcel more dense than environment parcel sinks to surface STABLE
89
How to determine atmospheric stability for a given sounding: Part 2
If the temperature of the parcel air is warmer than that of the environment then UNSTABLE
90
How to determine atmospheric stability for a given sounding: Part 3
if the temperature of the parcel air is equal to that of the environment then parcel and environment densities are identical parcel remains at 1 km NEUTRAL