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Using the technique of enrichment of contractive type mappings byKrasnoselskij averaging, introduced in [Berinde, V., {\it Approximating fixedpoints of enriched nonexpansive mappings by Krasnoselskij iteration in Hilbertspaces}, Carpathian J. Math. {\bf 35} (2019), no. 3, 277-288.], we introducethe class of enriched Chatterjea contractions and prove general fixed pointtheorems for such contractions in the setting of a Banach space. Examples toillustrate the richness of the new class of contractions and the relationshipbetween enriched Banach contractions, enriched Kannan contractions and enrichedKannan contractions are also given.

Approximating fixed points of enriched Chatterjea contractions by Krasnoselskij iterative method in Banach spaces