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Line 30: =Applications= ==Stresses and Strains== {{expand}} Since the tensor of a quaternion represents its stretching factor one of its many applications is in the computations of stresses and strains.<ref>[http://books.google.com/books?id=CGZLAAAAMAAJ&pg=PA146&dq=homogeneous+strain+deformable#PPA294,M1 See Tait Elementary Treaties on Quaternions pg 294 (section on stresses and strains)]</ref> =Relation to norm=

Tensor of a quaternion: Difference between revisions