Answers are grounded in this paper and cite their sources.
This paper examines Mean time between destructive collisions for grains in the midplane at one astronomical unit, compared with the drag inspiral time. Using only published input values and transparent formulae, the calculation obtains the following headline results: midplane_number_density_per_m3_50um = 2.83699e-10; relative_velocity_m_s = 5000; collisional_lifetime_yr_50um_1AU = 8888; collisional_lifetime_yr_10um_scaled = 3555; equal_size_only_lifetime_yr = 711027; projectile_integration_factor = 80; pr_lifetime_yr_50um_1AU = 35200; ratio_collisional_to_pr_50um = 0.25. The computed collisional lifetime for a fifty-micrometre grain is comparable to, and by the central inputs shorter than, its Poynting-Robertson lifetime, implying that most such grains are disrupted before they can spiral far inward. The method, inputs and limitations are stated in full so that any reader can reproduce or rescale every number from the deposited calculation script. Agreement and disagreement with independent published estimates are reported at their actual size, and the conclusions are limited to what the budget arithmetic supports.
No takes yet. Share an insight, caveat, or question.
William Alexander Aldred (2026) studied this question.
Synapse has enriched 8 closely related papers on similar clinical questions. Consider them for comparative context: