Hey guys, just a quick question on vectors. I am no stranger to vectors but have never considered them in any co-ordinate system but cartesian.
when a vector is given in spherical co-ordinates for example, is the phi vector the magnitude along an imaginary "ring" in the "sphere"ical co-ordinate space? or is the phi vector always tangential to its ρ(radius) vector and if this is the case, what does the magnitude mean?
forgive my ignorance but i have always only considered phi simply as the angle that a point in space's projection on the x-y plane makes with the positive x axis...
when a vector is given in spherical co-ordinates for example, is the phi vector the magnitude along an imaginary "ring" in the "sphere"ical co-ordinate space? or is the phi vector always tangential to its ρ(radius) vector and if this is the case, what does the magnitude mean?
forgive my ignorance but i have always only considered phi simply as the angle that a point in space's projection on the x-y plane makes with the positive x axis...