Abstract
The dynamic equations of asymmetric quantum corrected thin shell wormholes connecting two different space-times by applying Darmois- Israel formalism is constructed. The mechanical stability with a variable modified generalized Chaplygin gas equation of state under the radial perturbation about the equilibrium throat radius is analyzed. Applying this formalism to two different specific cases of asymmetric thin shell wormhole connecting two space-times such that the quantum corrected Schwarzschild metric as connected to the other quantum corrected Schwarzschild metric with different masse and Schwarzschild-de Sitter metric as a connected to quantum corrected Schwarzschild space-time .