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The two-dimensional (2D) relativistic bound states of a spinless particle placed in scalar S(r)and vector V(r)Cornell potentials (with S(r)>V(r)) are obtained under the influence of external magnetic and Aharonov-Bohm (AB) flux fields using the wave function ansatz method. The relativistic energy eigenvalues and wave functions are found for any arbitrary state with principal nand magnetic mquantum numbers. Further, we obtain the eigensolutions in any dimensional space Dwithout external fields. We also find the relativistic and nonrelativistic bound states for Coulomb, harmonic oscillator, and Kratzer potentials

Relativistic Bound States of Spinless Particle by the Cornell Potential Model in External Fields