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We have undertaken the fact that the periodic solution of (2+1)D KdV-Burgers equationdoes not exist. The Saddle-node heteroclinic orbit has been obtained. Using the Lie group method, weget two-(1+1)-dimensional PDE, through symmetric reduction; and by the direct integral method, spreadF-expansion method, and -expansion method, we obtain exact nontraveling wave solutions, for the(2+1)D KdV Burgers equation, and find out some new strange phenomenons of sympathetic vibration toevolution of nontraveling wave

Saddle-Node Heteroclinic Orbit and Exact Nontraveling Wave Solutions for (2+1)D KdV-Burgers Equation