I need to show that the following two terms are equivalent:
l = m(r2I – rr)∙ω
l = r x mv = r x m(ω x r)
where
r is the position vector from the origin to the particle
l is the angular momentum
I is the identity tensor
ω is the vector angular velocity
x indicates a cross product
rr is a dyadic product
if any clarifications are needed please email me at HYPERLINK
"mailto:Chukiet@aol.com" Chukiet@aol.com
thank you very much for your help.
Mathematics Homework Solutions
#30238
showing equivialance of two versions of angular momentum equations by Vector math
Thank you for your help in doing this.
See problem statement.
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