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Boyle’s Law
If the temperature of a fixed mass of gas is held constant, the volume of the gas is inversely proportional to its pressure
Virtual temperature vs. actual temperature
The virtual temperature exceeds the actual temperature by only a few degrees. It is not always greater.
The values of geometric height (z) and geopotential height (Z)
The values of z and Z are almost the same in the lower atmosphere where g is close to g0
Adiabatic process
dq=0
Atmospheric processes are often close to adiabatic
True
Saturation vapor pressure
The water vapor pressure in the air when saturation occurs. It is only related to air temperature
Is virtual temperature the actual temperature?
It is a fictitious temperature
Mixing Ratio
w is typically a few grams per kilogram
Thermal energy
Always flows spontaneously from regions of higher temperature to regions of lower temperature.
Entropy
An expression of disorder or randomness
Molecular mixing
Important within a centimeter of the Earth’s surface
Forms of the Ideal Gas Law
PV=mRT
P = pRT
Pa= RT
Charles Law 1
For a fixed mass of gas at constant pressure, the volume of gas is directly proportional to its absolute temperature
Hydrostatic balance is mathematically expressed as
p (z) = integral 0 to the power of infinity pgdz
The geopotential can be mathematically expressed as
phi (z) = integral 0 to the power z gdz
The potential temperature can be expressed as
theta = T(p0/p)R/cp = T(p0/p)0.286
Mixing ration (w) is defined as
w = mv/md
When the condensation rate from air to water (ice) is equal to the evaporation rate from water (ice) to air.
Condensation
As the temperature increases, the saturation vapor pressure
increases
The level to which an unsaturated (but moist) air parcel can be lifted adiabatically before it becomes saturated with respect to a plane surface of pure water
LCL
Latent Heat of melting
The heat that is absorbed under certain conditions it may produce a change in phase rather than a change in temperature
According to the relationship between potential temperature and stability, what could be an unstable atmosphere
Gamma(d) - Gamma < 0
Generally, conditional instability layer presents what
a layer in which Gamma(s) < Gamma < Gamma(d)
What are the forms of the first law of thermodynamics
dq = du + dw
dq = cpdT - adp
dq = cvdT + pd
Which of the following is an expression of enthalpy
h = u + pa
dh = cpdT
h = cpT
The value of Rd:Cv:Cp is close to
2:5:7
Which of the following is a form of dry static energy
h + phi
If the latent heat released immediately passes through an air parcel to an environment, the process is called
pseudoadiabatic
If a parcel of air is saturated, what is the unstable layer
gamma(s) - gamma < 0
If the temperature of a fixed mass of gas is held constant, the volume of the gas is _________ to its pressure
inversely proportional
The theory of thermodynamics has been applied in __________, biology, and economics
physics, chemistry, earth sciences
Mathematical format of geopotential height is
Z = phi(2) /g0 = integral 0 zgdz/g0
Isotherm: line that connects all the points that have the same ______________
temperature
Dry adiabatic lapse rate: Gamma(d) =
5/9 dF (F/km)
Potential temperature is a conserved quantity for an air parcel that moves under _________ condition
adiabatic
If there is no condensation nor evaporation takes place, ___________ of an air parcel is constant
mixing ratio
Saturation mixing ration is a function of ____ and ______________
temperature; pressure
If there is no _______ or ____________, the mixing ration is a conserved quantity
condensation; evaporationEn
Enthalpy is the form of ______ heat
sensible
According to the second law of thermodynamics, the ________ of an isolated system always increases or remains constant
entropy
The mixing process is due not to molecular motions, but to ___________ of various sizes
eddies
At skew T-lnP diagram the LCL is located at the intersection of ___________ line passing through the temperature T and pressure p of an air parcel, and ___________________ line….
potential temperature; saturation mixing ratio
Virtual Temperature
The temperature that dry air would need to attain in order to have the same density as the moist air at the same pressure
What is the hydrostatic balance of the atmosphere
If the net upward for (buoyancy) is equal to the downward force (gravitational force)
Geopotential
the work that must be done against the Earth’s gravitational field to raise a mass of 1 kg from sea level to that point
What is adiabatic process
If a material undergoes a change in its physical state without any heat being added to it or withdrawn from it
First assumption of parcel air
Thermal insulated from its environment so that its temperature changes adiabaticallySe
Second assumption of parcel air
Always remaining at exactly the same pressure as the environmental air at the same level, which is assumed to be in hydrostatic equilibrium
Third assumption of parcel air
Moving slowly enough that the macroscopic kinetic energy of the air parcel is a negligible fraction o fits total energy
Potential temperature θ
the temperature that the parcel of air would have if it were expanded or compressed adiabatically from its existing pressure and temperature to a standard pressure p0