In this short note we continue our investigation of nets in locally solid Riesz spaces from [P. Das, E. Savas, {On $\mathcal I$-convergence of nets in locally solid Riesz spaces}, Filomat, 27 (1) (2013), 84--89] and introduce the idea of $\cal{I}_{\tau}^{\cal{K}}$-convergence of nets which is more general than $\cal{I}_{\tau}^*$-convergence and obtain some of its basic properties.