"Jopek et al. (1995) integrated the orbits of 17 bolides for 1 Myr in the past. They found that half of the studied cases belonged to the ‘fast-track’ category – in the terminology coined by Froeschle et al. (1995) – in or near a secular resonance or an MMR with Jupiter, and the rest were ‘slow-track’ objects. The estimated dynamical lifetime of the asteroids was found to be less that 1 Myr.", ref - Resonant mechanisms that produce near-Sun asteroids,
https://arxiv.org/abs/2304.00561, 02-April-2023. "All near-Earth asteroids (NEAs) that reach sufficiently small perihelion distances will undergo a so-called super-catastrophic disruption. The mechanisms causing such disruptions are currently unknown or, at least, undetermined."
Modeling various asteroid lifetimes in our solar system can be fun
"One of the primary goals of this study is to compute 𝜏lq, the effective dynamical small-𝑞 lifetimes of NEAs (𝑞
∗ < 𝑞 < 𝑞𝑙), classified according to the resonances they are trapped in. Gladman et al. (1997, 2000); Foschini et al. (2000) suggest that the typical dynamical lifetimes of NEAs are ∼ 10^7 yr. In particular, Gladman et al. (1997) calculated the time-scales of the half-life decay of active particles according to each resonance, and found it to be between 2-2.5 Myr for 𝜈6 and 3:1J MMR, ∼ 0.5 Myr for 5:2J and much longer for the rest 8:3J, 7:3J, 9:4J and 2:1J MMRs. Farinella et al. (1994) found that, in general, near-Sun NEAs trapped in resonances have lifetime of the order of 10^6 yr, while 3:1J MMR may drastically raise the eccentricity of an NEA in < 10^5 yr. Jopek et al. (1995) suggest that the objects they studied collided with the Sun within a few 10^5 yr,
while Foschini et al. (2000) argue that the recorded dynamical life times range from 10^5 yr to as long as > 10^7 yr."
Perhaps someday, a complete list of various dynamic ages calculated, radiometric ages reported, and younger cosmic ray exposure ages will be presented like I see for the exoplanet sites.