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In this paper, we investigate the two component long wave short waveresonance interaction (2CLSRI) equation and show that it admits the Painleveproperty. We then suitably exploit the recently developed truncated Painleveapproach to generate exponentially localized solutions for the short wavecomponents $S^{(1)}$ and $S^{(2)}$ while the long wave L admits line solitononly. The exponentially localized solutions driving the short waves $S^{(1)}$and $S^{(2)}$ in the y direction are endowed with different energies(intensities) and are called "multimode dromions". We also observe that themultimode dromions suffer intramodal inelastic collision while the existence ofa firewall across the modes prevents the switching of energy between the modes.

Collision of Multimode Dromions and a Firewall in the Two Component Long Wave Short Wave Resonance Interaction Equation