The revised description of the Hellas impact basin in the Southern Hemisphere impelled me to do some of those back o' the envelope calculations which I so dearly love.
NASA said that Hellas basin is 2100 km diameter and 9 km deep, and that the ejecta blanket is 2 km thick at the crater's rim, and extends out 4000 km from ground zero. (By comparison, the most recent printed map, available from the Planetary Society, which was based on Viking and Mariner data, says Hellas is 5-6 km deep at most.) This is also at least twice the depth as described in Kim Stanley Robinson's Red/Green/Blue Mars trilogy.
Assuming as a first approximation that the thickness of the debris falls off linearly with distance (in fact it falls off more steeply than that, parabolically), then the total volume of the ejecta can be approximated by an annular cone 2 km high x 4000 km radius with a hole of 1050 km radius.
Vol = (pi* (Ro^2 - Ri^2) * t)/3 = 32 million cubic km (roughly).
Now the crater can be approximated by a very low cylinder (think of the proportions of a dime) because the thickness of the ejecta layer which fell back inside the crater is at least as thick as the ejecta layer at the rim. Thus it's volume is
Vol = (pi * R^2 * h) = 31 million cubic km (roughly), within 3% of the first figure.
Conclusion? It was reasonable for NASA to say that Hellas ejecta from the Hellas Impact is an important component of the overall topography of the Martian Southern Highlands.
Scaling from Chixulub crater on Earth (site of the K-T impact which killed off the dinosaurs), and allowing for Mar's shallower gravity well and lighter material, I estimate that the Hellas impactor was at least 140 km in diameter.
Ain't physics fun?
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