transmission spectroscopy
Definition: Transmission spectroscopy denotes the physical quantity, process, or inference concept captured by this lecture-specific statement: Emission spectroscopy probes the planet’s dayside thermal structure directly (brightness temperature as a function of wavelength, related to the vertical temperature profile via the same Planck-function physics used throughout astronomy), while transmission spectroscopy probes only the...
Why it matters here: Lecture 06 showed that mass and radius alone cannot uniquely determine an interior’s composition. Atmospheric spectroscopy, derived here, supplies the complementary observational handle -- direct chemical composition information -- that both breaks some interior-composition ambiguity and (Lectures 11-12) sets up the entire...
Relationships: It is used with emission spectroscopy to interpret the lecture model. The quantitative connection is the working relation \(H = \dfrac{k_B T}{\mu\, g}, \qquad \delta(\lambda) - \delta_0 \approx \dfrac{2\,N(\lambda)\,H\,R_p}{R_\ast^{2}}\).
Boundary or common confusion: Assuming a non-detection or weaker-than-predicted spectral feature means an atmospheric constituent is absent. HD 209458 b’s real sodium feature was smaller than a simple cloud-free model predicted precisely because of high-altitude haze/clouds muting (not eliminating) the signal -- a weak or absent feature is evidence about atmospheric structure (e.g.,...
emission spectroscopy
Definition: Emission spectroscopy denotes the physical quantity, process, or inference concept captured by this lecture-specific statement: Emission spectroscopy probes the planet’s dayside thermal structure directly (brightness temperature as a function of wavelength, related to the vertical temperature profile via the same Planck-function physics used throughout astronomy), while transmission spectroscopy probes only the...
Why it matters here: Lecture 06 showed that mass and radius alone cannot uniquely determine an interior’s composition. Atmospheric spectroscopy, derived here, supplies the complementary observational handle -- direct chemical composition information -- that both breaks some interior-composition ambiguity and (Lectures 11-12) sets up the entire...
Relationships: It is used with transmission spectroscopy, secondary eclipse (occultation) to interpret the lecture model. The quantitative connection is the working relation \(H = \dfrac{k_B T}{\mu\, g}, \qquad \delta(\lambda) - \delta_0 \approx \dfrac{2\,N(\lambda)\,H\,R_p}{R_\ast^{2}}\).
Boundary or common confusion: Assuming a non-detection or weaker-than-predicted spectral feature means an atmospheric constituent is absent. HD 209458 b’s real sodium feature was smaller than a simple cloud-free model predicted precisely because of high-altitude haze/clouds muting (not eliminating) the signal -- a weak or absent feature is evidence about atmospheric structure (e.g.,...
secondary eclipse (occultation)
Definition: Secondary eclipse (occultation) denotes the physical quantity, process, or inference concept captured by this lecture-specific statement: Emission spectroscopy instead compares a system’s combined (star+planet) brightness just before secondary eclipse (planet visible) to the star alone during eclipse (planet hidden behind the star), isolating the planet’s own thermal emission spectrum -- a technique first demonstrated for...
Why it matters here: Lecture 06 showed that mass and radius alone cannot uniquely determine an interior’s composition. Atmospheric spectroscopy, derived here, supplies the complementary observational handle -- direct chemical composition information -- that both breaks some interior-composition ambiguity and (Lectures 11-12) sets up the entire...
Relationships: It is used with emission spectroscopy, scale height to interpret the lecture model. The quantitative connection is the working relation \(H = \dfrac{k_B T}{\mu\, g}, \qquad \delta(\lambda) - \delta_0 \approx \dfrac{2\,N(\lambda)\,H\,R_p}{R_\ast^{2}}\).
Boundary or common confusion: Assuming a non-detection or weaker-than-predicted spectral feature means an atmospheric constituent is absent. HD 209458 b’s real sodium feature was smaller than a simple cloud-free model predicted precisely because of high-altitude haze/clouds muting (not eliminating) the signal -- a weak or absent feature is evidence about atmospheric structure (e.g.,...
scale height
Definition: Scale height denotes the physical quantity, process, or inference concept captured by this lecture-specific statement: An atmospheric spectral feature’s amplitude in transmission scales with the atmosphere’s pressure scale height H = kT/(mu g), the vertical distance over which pressure drops by 1/e; a larger scale height (hotter atmosphere, lower mean molecular mass, or lower surface gravity) produces a...
Why it matters here: Lecture 06 showed that mass and radius alone cannot uniquely determine an interior’s composition. Atmospheric spectroscopy, derived here, supplies the complementary observational handle -- direct chemical composition information -- that both breaks some interior-composition ambiguity and (Lectures 11-12) sets up the entire...
Relationships: It is used with secondary eclipse (occultation), sodium D line to interpret the lecture model. The quantitative connection is the working relation \(H = \dfrac{k_B T}{\mu\, g}, \qquad \delta(\lambda) - \delta_0 \approx \dfrac{2\,N(\lambda)\,H\,R_p}{R_\ast^{2}}\).
Boundary or common confusion: Assuming a non-detection or weaker-than-predicted spectral feature means an atmospheric constituent is absent. HD 209458 b’s real sodium feature was smaller than a simple cloud-free model predicted precisely because of high-altitude haze/clouds muting (not eliminating) the signal -- a weak or absent feature is evidence about atmospheric structure (e.g.,...
sodium D line
Definition: Sodium d line denotes the physical quantity, process, or inference concept captured by this lecture-specific statement: In November 2001, using the Hubble Space Telescope, Charbonneau, Brown, Noyes, and Gilliland detected a small, specific absorption feature at 589 nm (the sodium D line) in starlight passing through HD 209458 b’s atmosphere during transit -- weaker than a naive cloud-free-atmosphere model...
Why it matters here: Lecture 06 showed that mass and radius alone cannot uniquely determine an interior’s composition. Atmospheric spectroscopy, derived here, supplies the complementary observational handle -- direct chemical composition information -- that both breaks some interior-composition ambiguity and (Lectures 11-12) sets up the entire...
Relationships: It is used with scale height, terminator (day-night boundary) to interpret the lecture model. The quantitative connection is the working relation \(H = \dfrac{k_B T}{\mu\, g}, \qquad \delta(\lambda) - \delta_0 \approx \dfrac{2\,N(\lambda)\,H\,R_p}{R_\ast^{2}}\).
Boundary or common confusion: Assuming a non-detection or weaker-than-predicted spectral feature means an atmospheric constituent is absent. HD 209458 b’s real sodium feature was smaller than a simple cloud-free model predicted precisely because of high-altitude haze/clouds muting (not eliminating) the signal -- a weak or absent feature is evidence about atmospheric structure (e.g.,...
terminator (day-night boundary)
Definition: Terminator (day-night boundary) denotes the physical quantity, process, or inference concept captured by this lecture-specific statement: During transit, some starlight grazes tangentially through a planet’s upper atmosphere along the day-night terminator before reaching the observer; at wavelengths where an atmospheric constituent absorbs strongly, the effective planetary radius appears larger, deepening the transit...
Why it matters here: Lecture 06 showed that mass and radius alone cannot uniquely determine an interior’s composition. Atmospheric spectroscopy, derived here, supplies the complementary observational handle -- direct chemical composition information -- that both breaks some interior-composition ambiguity and (Lectures 11-12) sets up the entire...
Relationships: It is used with sodium D line to interpret the lecture model. The quantitative connection is the working relation \(H = \dfrac{k_B T}{\mu\, g}, \qquad \delta(\lambda) - \delta_0 \approx \dfrac{2\,N(\lambda)\,H\,R_p}{R_\ast^{2}}\).
Boundary or common confusion: Assuming a non-detection or weaker-than-predicted spectral feature means an atmospheric constituent is absent. HD 209458 b’s real sodium feature was smaller than a simple cloud-free model predicted precisely because of high-altitude haze/clouds muting (not eliminating) the signal -- a weak or absent feature is evidence about atmospheric structure (e.g.,...