Modeling and analysis of fractional TB model with Atangana-Baleanu derivative

In recent years Atangana and Baleanu proposed a new fractional derivative with non-singular non-local kernel, this paper formulate fragmentary request numerical TB model AtanganaBaleanu (AB derivative). We figured the basic reproduction number ( R0 ) assessment of boundary dependent on genuine information Khyber Pakhtunkhwa Pakistan, Initially we present fundamental properties model, existence uniqueness is proved using fixed point theory. At last, tackled mathematically through Adams-Bashforth Moulton technique. The mathematical results for extended elements Tuberculosis shown graphically to feature actual conduct issue underlying conditions are presented. graphical clarify impact various boundaries. From examination it tracked down that gives more understanding regards infection elements.