Age and Mass for 920 LMC Clusters Derived from 100 Million Monte Carlo Simulations

TL;DR

This study provides new age and mass estimates for 920 LMC clusters using Monte Carlo simulations, compares different age determination methods, and discusses the implications for understanding stellar cluster populations.

Contribution

It introduces a large, consistent dataset of cluster ages and masses derived from simulations, and critically evaluates traditional age estimation methods.

Findings

The observed cluster distribution follows a power-law in mass and age.

Traditional ^2 minimization methods produce biased age distributions.

Monte Carlo simulations help constrain the fading limit of observed clusters.

Abstract

We present new age and mass estimates for 920 stellar clusters in the Large Magellanic Cloud (LMC) based on previously published broad-band photometry and the stellar cluster analysis package, MASSCLEANage. Expressed in the generic fitting formula, d^{2}N/dM dt ~ M^{\alpha} t^{\beta}, the distribution of observed clusters is described by \alpha = -1.5 to -1.6 and \beta = -2.1 to -2.2. For 288 of these clusters, ages have recently been determined based on stellar photometric color-magnitude diagrams, allowing us to gauge the confidence of our ages. The results look very promising, opening up the possibility that this sample of 920 clusters, with reliable and consistent age, mass and photometric measures, might be used to constrain important characteristics about the stellar cluster population in the LMC. We also investigate a traditional age determination method that uses a \chi^2 minimization routine to fit observed cluster colors to standard infinite mass limit simple stellar population models. This reveals serious defects in the derived cluster age distribution using this method. The traditional \chi^2 minimization method, due to the variation of U,B,V,R colors, will always produce an overdensity of younger and older clusters, with an underdensity of clusters in the log(age/yr)=[7.0,7.5] range. Finally, we present a unique simulation aimed at illustrating and constraining the fading limit in observed cluster distributions that includes the complex effects of stochastic variations in the observed properties of stellar clusters.