lecture3.pptx

Review of Molecular Absorption
Basic properties of molecular absorption (how & why)
Absorption Spectrum
Absorption coefficient and pressure broadening
Transmission
Application: basis for estimating column CO2 and O2 (TCCON)
lecture3.pptx
Gas Concentration Forms:
• Number concentration
Molecules/m3
• Mass Density
kg gas / m3
• Dry Air Mole Fraction (volume mixing ratio)
Molecules gas / molecules dry air
• Mass mixing ratio
kg gas / kg dry air
Gas Column Forms:
• Number Column:
Molecules/m2
• Mean Dry Air Mole Fraction
Parts per million, etc.
• Mass Column: kg/m2 (mm)
Properties of atmospheric gases.
 Atmospheric gases are highly selective in their ability to absorb
and emit radiation.
 Each radiatively active gas has a specific absorption spectrum- its
own signature.
 An atmosphere is the mixture of gases and thus the abundance of
gases in the atmosphere controls the overall spectral absorption.
 Radiatively active gases in the Earth’s atmosphere can be highly
variable in space and time (especially if chemically active!)
 The ability of a molecule to absorb (emit) radiation is determined
by its structure which controls whether the molecule has a dipole.
lecture3.pptx
UV/Vis/NIR Gas Absorption
[Gottwald et al., The SCIAMACHY Book, 2006]
3.6 mm
15 mm
[Clerbaux et al., ACP 2009]
Gas absorption spectra in the thermal IR
All
Currently
Measured!
Microwave
Absorption spectra in the microwave
Fact: Molecules must have a permanent or induced
electric (or magnetic) dipole moment to significantly
interact with radiation.
• Some molecules have
permanent dipole
moment
• Others (eg CO2) only
have induced dipole
moments
Types of Absorption Spectra:
Sharp Individual Lines
Collections of many
lines called a band.
Spectral Continuum
extending over broad
range of wavelengths.
Transition Types
• Electronic: Larger energies. UV. Important
for Ozone, O2, O.
• Rotational/Vibrational: Most of the visible
and IR.
• Pure rotational : some transitions in
microwave
• Continuum absorption is NOT discretized –
not fully understood (thought to be
molecular interactions).
THE OVERALL PICTURE
Most Energetic:
Shortest Wavelengths
Least Energetic:
Longest Wavelengths
P-Branch
R-Branch
Q-Branch
Example Band:
15 μm ν2 CO2 Transition
Absorption from a Single Line
Three important factors define the properties of an absorption line
• spectral position - o
• strength - S
• shape - f(-o)
1
0 








d
f )
(
Defined by factors already described - ie
properties of the given molecule
These three properties in turn
define the absorption coefficient
β= S f(-o)
where
The lines are not sharp but
are ‘fuzzy’ - measure the fuzziness
in terms of width of the line
Depends on temperature, quantum-mechanical
factors
SHAPE = VOIGT:
Lorentz x Gaussian
The Lorentz pressure
broadening model
where L = Lorentz Width:
Pressure broadening is the most important
broadening mechanism for the problems of
interest to this class. The proportionality of
the line width on pressure is fundamental
1
2
1
2
1
07
0 
































cm
T
T
P
P
T
T
P
P
s
s
s
s
Lo
L
/
/
.
Pressure of colliding molecule (e.g N2, O2)
which defines foreign broadening
in contrast to self broadening
2
2
0
0
L
L
L
f











)
(
/
)
(
wing
center
Sensitive to lower
atmosphere
Sensitive to upper
atmosphere
Applications
• Gas measurements.
o Thermal IR emission measurements provide ways to
“see” gas concentrations at different atmospheric
layers, assuming a known temperature profile. (ie,
temperature variations must be known much better
than gas concentrations)
o Vis/NIR reflected sunlight measurements. Only really
sensitive to total column, but don’t need to know
temperature nearly as well. Generally need to know
surface pressure.
OR
• Temperature profile measurements
o Using a gas of known concentration, can measure a
temperature profile via thermal emission. (must know
gas concentration much better than small temperature
variations, and gas should be well-mixed). Generally
this is O2, but CO2 is sometimes also used.
Aircraft
Spectrograph
Measurements
Basic question: can we separate
atmospheric scattering from surface
reflection? If so with what sensitivity?
Analysis procedure:
m=1/µo +1/µs [1-(p/p0)2]
convenient to introduce adjusted
airmass
m’  m (p0/p)2
X  am’+b
m’  cX+d
From X (ratio of spectral radiances),
obtain m’ and thus p. Compare with
measured p. Two ‘models’
Coarse band (model A);
m’= cX +d, where X is ratio of 2 3
nm-mean radiances
Narrow band (model B):
m’=  fjXj + gj + cX +d
where Xj are narrow band radiance
ratios (0.03nm).
Thin Cirrus
Aerosol
Aircraft
pressure p
These define X for model A
O’Brien et al, 1998
Same idea: measuring CO2 from
Space
A
C
T
U
A
L
X
C
O
2
(
p
p
m
)
3
4
5
3
5
0
3
5
5
3
6
0
3
6
5
3
7
0
3
7
5
R
E
T
R
I
E
V
E
D
X
C
O
2
(
p
p
m
)
3
4
5
3
5
0
3
5
5
3
6
0
3
6
5
3
7
0
3
7
5

X
C
O
2
-
4
0
4
S
Z
A

a


c

7
5
0
.
0
5
3
5
0
.
1
5
3
5
0
.
0
5
N
=
2
5
0
E
A
C
H
C
A
S
E
Level 1
Level 2
Level 3
XCO2
Retrieval
Calibration
Source/Sink
Retrieval
• Inverse Models
• Assimilation Models
The OCO design
• Sampling Approach - High spatial resolution
– Isolates cloud-free scenes
– Minimizes scene inhomogeneity
• Single space-based instrument incorporating
three passive near-infrared spectrometers
– CO2: 1.58 mm band
• CO2 column abundances
– CO2: 2.06 mm band
• CO2, cloud, aerosol, water vapor, temperature
– O2: 0.76 mm A-band
• Clouds, aerosols, and surface pressure
2.06
Spectrometer Systems
•refraction (prism spectrometers)
•diffraction (grating spectrometers)
•interference (interferometer, etalons)
Elementary Prism Spectrometer
1 sur 22

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lecture3.pptx

  • 1. Review of Molecular Absorption Basic properties of molecular absorption (how & why) Absorption Spectrum Absorption coefficient and pressure broadening Transmission Application: basis for estimating column CO2 and O2 (TCCON)
  • 3. Gas Concentration Forms: • Number concentration Molecules/m3 • Mass Density kg gas / m3 • Dry Air Mole Fraction (volume mixing ratio) Molecules gas / molecules dry air • Mass mixing ratio kg gas / kg dry air Gas Column Forms: • Number Column: Molecules/m2 • Mean Dry Air Mole Fraction Parts per million, etc. • Mass Column: kg/m2 (mm)
  • 4. Properties of atmospheric gases.  Atmospheric gases are highly selective in their ability to absorb and emit radiation.  Each radiatively active gas has a specific absorption spectrum- its own signature.  An atmosphere is the mixture of gases and thus the abundance of gases in the atmosphere controls the overall spectral absorption.  Radiatively active gases in the Earth’s atmosphere can be highly variable in space and time (especially if chemically active!)  The ability of a molecule to absorb (emit) radiation is determined by its structure which controls whether the molecule has a dipole.
  • 6. UV/Vis/NIR Gas Absorption [Gottwald et al., The SCIAMACHY Book, 2006]
  • 7. 3.6 mm 15 mm [Clerbaux et al., ACP 2009] Gas absorption spectra in the thermal IR All Currently Measured!
  • 9. Fact: Molecules must have a permanent or induced electric (or magnetic) dipole moment to significantly interact with radiation.
  • 10. • Some molecules have permanent dipole moment • Others (eg CO2) only have induced dipole moments
  • 11. Types of Absorption Spectra: Sharp Individual Lines Collections of many lines called a band. Spectral Continuum extending over broad range of wavelengths.
  • 12. Transition Types • Electronic: Larger energies. UV. Important for Ozone, O2, O. • Rotational/Vibrational: Most of the visible and IR. • Pure rotational : some transitions in microwave • Continuum absorption is NOT discretized – not fully understood (thought to be molecular interactions).
  • 13. THE OVERALL PICTURE Most Energetic: Shortest Wavelengths Least Energetic: Longest Wavelengths
  • 15. Absorption from a Single Line Three important factors define the properties of an absorption line • spectral position - o • strength - S • shape - f(-o) 1 0          d f ) ( Defined by factors already described - ie properties of the given molecule These three properties in turn define the absorption coefficient β= S f(-o) where The lines are not sharp but are ‘fuzzy’ - measure the fuzziness in terms of width of the line Depends on temperature, quantum-mechanical factors SHAPE = VOIGT: Lorentz x Gaussian
  • 16. The Lorentz pressure broadening model where L = Lorentz Width: Pressure broadening is the most important broadening mechanism for the problems of interest to this class. The proportionality of the line width on pressure is fundamental 1 2 1 2 1 07 0                                  cm T T P P T T P P s s s s Lo L / / . Pressure of colliding molecule (e.g N2, O2) which defines foreign broadening in contrast to self broadening 2 2 0 0 L L L f            ) ( / ) ( wing center
  • 18. Applications • Gas measurements. o Thermal IR emission measurements provide ways to “see” gas concentrations at different atmospheric layers, assuming a known temperature profile. (ie, temperature variations must be known much better than gas concentrations) o Vis/NIR reflected sunlight measurements. Only really sensitive to total column, but don’t need to know temperature nearly as well. Generally need to know surface pressure. OR • Temperature profile measurements o Using a gas of known concentration, can measure a temperature profile via thermal emission. (must know gas concentration much better than small temperature variations, and gas should be well-mixed). Generally this is O2, but CO2 is sometimes also used.
  • 19. Aircraft Spectrograph Measurements Basic question: can we separate atmospheric scattering from surface reflection? If so with what sensitivity? Analysis procedure: m=1/µo +1/µs [1-(p/p0)2] convenient to introduce adjusted airmass m’  m (p0/p)2 X  am’+b m’  cX+d From X (ratio of spectral radiances), obtain m’ and thus p. Compare with measured p. Two ‘models’ Coarse band (model A); m’= cX +d, where X is ratio of 2 3 nm-mean radiances Narrow band (model B): m’=  fjXj + gj + cX +d where Xj are narrow band radiance ratios (0.03nm). Thin Cirrus Aerosol Aircraft pressure p These define X for model A O’Brien et al, 1998
  • 20. Same idea: measuring CO2 from Space A C T U A L X C O 2 ( p p m ) 3 4 5 3 5 0 3 5 5 3 6 0 3 6 5 3 7 0 3 7 5 R E T R I E V E D X C O 2 ( p p m ) 3 4 5 3 5 0 3 5 5 3 6 0 3 6 5 3 7 0 3 7 5  X C O 2 - 4 0 4 S Z A  a   c  7 5 0 . 0 5 3 5 0 . 1 5 3 5 0 . 0 5 N = 2 5 0 E A C H C A S E Level 1 Level 2 Level 3 XCO2 Retrieval Calibration Source/Sink Retrieval • Inverse Models • Assimilation Models
  • 21. The OCO design • Sampling Approach - High spatial resolution – Isolates cloud-free scenes – Minimizes scene inhomogeneity • Single space-based instrument incorporating three passive near-infrared spectrometers – CO2: 1.58 mm band • CO2 column abundances – CO2: 2.06 mm band • CO2, cloud, aerosol, water vapor, temperature – O2: 0.76 mm A-band • Clouds, aerosols, and surface pressure 2.06
  • 22. Spectrometer Systems •refraction (prism spectrometers) •diffraction (grating spectrometers) •interference (interferometer, etalons) Elementary Prism Spectrometer