galileo: Classical mechanics; Newtonian approximation; infinite speed...
In RobinHankin/gyrogroup: The Lorentz Transform in Relativistic Physics
galileo R Documentation
Classical mechanics; Newtonian approximation; infinite speed of light
Description
The Lorentz transforms reduce to their classical limit, the Galilean
transforms, if speeds are low compared with c. Package idiom for
working in a classical framework is to use an infinite speed of light:
sol(Inf). Here I show examples of this.
Author(s)
Robin K. S. Hankin
See Also
boost
Examples
sol(Inf)
boost(as.3vel(1:3))
as.3vel(1:3) + as.3vel(c(-1,4,5)) # classical velocity addition
rot(as.3vel(1:3),as.3vel(c(-4,5,2))) # identity matrix
B <- boost(as.3vel(1:3))
orthog(B) %*% pureboost(B) # should be B
sol(1)
RobinHankin/gyrogroup documentation built on April 24, 2024, 9:36 a.m.
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| galileo | R Documentation |
Classical mechanics; Newtonian approximation; infinite speed of light
Description
The Lorentz transforms reduce to their classical limit, the Galilean
transforms, if speeds are low compared with c. Package idiom for
working in a classical framework is to use an infinite speed of light:
sol(Inf). Here I show examples of this.
Author(s)
Robin K. S. Hankin
See Also
boost
Examples
sol(Inf)
boost(as.3vel(1:3))
as.3vel(1:3) + as.3vel(c(-1,4,5)) # classical velocity addition
rot(as.3vel(1:3),as.3vel(c(-4,5,2))) # identity matrix
B <- boost(as.3vel(1:3))
orthog(B) %*% pureboost(B) # should be B
sol(1)
R Package Documentation
Browse R Packages
We want your feedback!
Note that we can't provide technical support on individual packages. You should contact the package authors for that.
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