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Professor Calculus
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{{short description|Comic character by Belgian cartoonist Hergé}} {{Use dmy dates|date=February 2021}} {{Use British English|date=August 2013}} {{Infobox comics character <!--Wikipedia:WikiProject Comics--> | character_name = Professor Calculus | image =Professor Calculus.png | caption = Professor Calculus ''(Professeur Tournesol)'', by [[Hergé]] | publisher = [[Casterman]] (Belgium) | debut = ''[[Red Rackham's Treasure]]'' (1943)<br/>''[[The Adventures of Tintin]]'' | creators = [[Hergé]] | full_name = Cuthbert Calculus | partners = [[List of The Adventures of Tintin characters#Main characters|List of main characters]] | supports = [[Tintin (character)|Tintin]] }} '''Professor Cuthbert Calculus''' ({{langx|fr|'''Professeur Tryphon Tournesol'''}} {{IPA|fr|pʁɔ.fɛ.sœʁ tʁi.fɔ̃ tuʁ.nə.sɔl||}},{{sfn|Peeters|2012|p=341|loc="Character Names in French and English"}} meaning "Professor Tryphon [[Sunflower]]") is a fictional character in ''[[The Adventures of Tintin]]'', the comics series by Belgian cartoonist [[Hergé]]. He is [[Tintin (character)|Tintin's]] friend, an [[absent-minded professor]] and half-deaf [[physicist]], who invents many sophisticated devices used in the series, such as a one-person [[Red Rackham's Treasure|shark-shaped submarine]], the [[Destination Moon (comics)|Moon rocket]], and an [[The Calculus Affair|ultrasound weapon]]. Calculus's deafness is a frequent source of humour, as he repeats back what he thinks he has heard, usually in the most unlikely words possible. He does not admit to being near-deaf and insists he is only slightly hard of hearing in one ear, occasionally making use of an [[ear trumpet]] to hear better. Calculus first appeared in ''[[Red Rackham's Treasure]]'' (more specifically in the newspaper prepublication of 4–5 March 1943<ref>{{Cite web|url=https://www.lambiek.net/artists/h/herge.htm|title = Hergé}}</ref>), and was the result of Hergé's long quest to find the archetypal [[mad scientist]] or [[absent-minded professor]]. Although Hergé had included characters with similar traits in earlier stories, Calculus developed into a much more complex figure as the series progressed.
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