Naked Science Forum
Non Life Sciences => Physics, Astronomy & Cosmology => Topic started by: Richard777 on 20/05/2020 12:57:00
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Acceleration may be represented in different forms;
as a scalar
as a vector
as a tensor
A vector is four dimensional. The tensor is rank two.
Various forms of acceleration may be related as ratios.
A change of basis may also include a ratio of unit vectors.
Can ratios of form and basis give the Reissner-Nordström metric?
See attachment.
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Acceleration may be represented in different forms;
as a scalar
as a vector
as a tensor
A vector is four dimensional. The tensor is rank two.
Only 4-acceleration is a 4-vector. 3-acceleration is a 3-vectgor. And acceleration is a rank-1 vector, not a scalar or a tensor of higher rank.
Various forms of acceleration may be related as ratios.
A change of basis may also include a ratio of unit vectors.
Those statements are wrong. You didn't justify any of your claims here.
Can ratios of form and basis give the Reissner-Nordström metric?
No.