  Electronic screening renormalizes the linear bands of graphene and in the
vicinity of the Dirac point, creates a diamond shaped structure in the
quasiparticle spectral density. This is a result of electron-plasmon scattering
processes which produce a finite momentum feature referred to as the `plasmaron
ring'. In this work we explore the effects of uniaxial strain on these spectral
features with the aim of understanding how strain modifies correlations. We
derive and calculate the spectral density to the G$_0$W-RPA level which allows
us to identify the dispersive behaviour of the diamond geometry, and thus
electron-plasmon scattering, for variation in electron-electron coupling
strength and magnitude of applied strain. We find that the application of
strain changes the geometry (in momentum) of the electron-plasmon scattering
and that renormalizations beyond simple geometrical scalings further enhance
this effect. These results suggest that the properties of the plasmaron ring
can be tuned through the application of uniaxial strain, effectively producing
a larger fine structure constant without the need to change the sample
substrate.
