  Using the technique of enrichment of contractive type mappings by
Krasnoselskij averaging, introduced in [Berinde, V., {\it Approximating fixed
points of enriched nonexpansive mappings by Krasnoselskij iteration in Hilbert
spaces}, Carpathian J. Math. {\bf 35} (2019), no. 3, 277-288.], we introduce
the class of enriched Chatterjea contractions and prove general fixed point
theorems for such contractions in the setting of a Banach space. Examples to
illustrate the richness of the new class of contractions and the relationship
between enriched Banach contractions, enriched Kannan contractions and enriched
Kannan contractions are also given.
