Planned Products of the Mars Structure Service for the InSight Mission to Mars
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Citations
SEIS: Insight’s Seismic Experiment for Internal Structure of Mars
Constraints on the shallow elastic and anelastic structure of Mars from InSight seismic data
The seismicity of Mars
A geophysical perspective on the bulk composition of Mars
Pre-mission InSights on the Interior of Mars
References
Optimization by Simulated Annealing
Equation of state calculations by fast computing machines
Monte Carlo Sampling Methods Using Markov Chains and Their Applications
Preliminary reference earth model
A method for dynamic characteristics estimation of subsurface using microtremor on the ground surface
Related Papers (5)
SEIS: Insight’s Seismic Experiment for Internal Structure of Mars
Frequently Asked Questions (12)
Q2. What is the recent workhorse of passive seismic imaging?
Receiver function modeling of P -to-S (Langston 1979) and, more recently, S-to-P (Farra and Vinnik 2000) conversions has been a workhorse of passive seismic imaging of Earth’s crust, mantle lithosphere, and transition zone structure.
Q3. How many layers are allowed to vary in the mantle?
The number of layers in the mantle is allowed to vary between 2 and 11, with exploration of varying model dimensions accomplished using a type of Bayesian inversion called a transdimensional inversion (e.g. Bodin et al. 2012).
Q4. What is the way to distinguish between the model families?
A tighter constraint on the maximum regolith thickness, e.g. from analysis of the seismic recordings of HP3 signals or mapping of rocky crater ejecta, would help to distinguish between the model families, and in turn results in tighter constraints on the deeper structure from the ellipticity inversion.
Q5. How do the authors limit the range of sampled velocities?
The authors limit the range of sampled velocities by setting a minimum VP − VS velocities of 0 km/s (i.e. P wave velocities must be larger than S wave velocities) and a maximum differential of 6 km/s, which is in line with proposed martian seismic velocity models (e.g. Dreibus and Wänke 1985; Sohl and Spohn 1997).
Q6. What is the method used to estimate the incoming teleseismic and locally converted?
In this method, a free-surface transform can be used to estimate the incoming teleseismic and locally converted wavefields (Kennett 1991) from three component data, and the incoming wavefield is deconvolved from the scattered wavefield to remove source-side complexity and yield a receiver function.
Q7. Why do the models show more gradual phase transitions in the orthopyroxene?
due to different physical conditions (lower pressure and temperature) and the expected higher iron content of the martian mantle compared to the Earth’s mantle, thermodynamic models constructing the phase equilibria (Khan and Connolly 2008; Rivoldini et al. 2011) show more gradual phase transitions in the orthopyroxene (∼800 km) and the olivine-wadsleyite-ringwoodite-pervoskite system (∼1100 km and ∼1400 km, respectively).
Q8. How do the authors fit receiver functions together?
The authors start by fitting low-pass filtered versions of the receiver functions (central frequency of 0.1 Hz) together with the ZH ratio data.
Q9. How can the resolution of core phases on Mars be improved?
The resolution of core phases on Mars can be further improved by applying stacking techniques to account for the expected background noise and interfering seismic phases, especially due to triplications possibly caused by an analog to the Earth’s mantle transition zone at depths between approximately 1000 to 1500 km.
Q10. What are the common stacking techniques used on Earth?
These stacking techniques are commonly applied on Earth to improve detection of seismic energy of low signal-to-noise ratio (Schweitzer et al.
Q11. How can the authors recover the firstorder P wave velocity profile?
5.By combining the velocity profiles from the inversion work above, the authors can recover a firstorder P wave velocity profile (shown in Fig. 4c).
Q12. What are the constraints of the variation of crustal thickness of Mars?
Global scale modeling of gravity and topography variations (e.g. Neumann et al. 2004) give good constraints of the variation of crustal thickness of Mars, but do not constrain the average crustal thickness.