Any paper or recent work where SPH(smoothed particle hydrodynamics) has been used to handle convective boundary condition?
By SPH, I suppose you imply "Smoothed-particle hydrodynamics".
If abbreviations are avoided in questions (at best, given in parentheses), it will help people to give more useful answers. As a general comment, I beseech all those who post questions to stop for a moment and consider if the question, obviously very clear to the poser of the question, will also be clear to the potential reader before hitting the 'send' button.
too much severity in my opinion. Acronyms are easily identifiable by 'experts'. Otherwise you are not an 'expert' in that field. To the point: Spheric community is involved in the issue you raised since a while. Try to google 'inlet outlet conditions sph' or have a reading here: https://www.researchgate.net/publication/227718639_Permeable_and_non-refecting_boundary_conditions_in_SPH
Article Permeable and non-refecting boundary conditions in SPH
There has been some good progress in this area very recently.
https://www.researchgate.net/publication/291016117_Open_boundary_conditions_for_ISPH_and_their_application_to_micro-flow
These two papers were in the 2015 SPHERIC Workshop:
Open boundary conditions for ISPH with the unified semi-analytical boundary conditions
A. Leroy, D. Violeau, M. Ferrand, L. Fratter & A. Joly
Inflow/ outflow with Dirichlet boundary conditions for pressure in ISPH
P. Kunz, M. Hirschler, M. Huber & U. Nieken
Article Open boundary conditions for ISPH and their application to micro-flow
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