Re: Vector = scalar equation?
Poakfield_at_msn.com
Date: 02/21/05
- Next message: jstevh_at_msn.com: "Re: From sign conventions to Galois Theory"
- Previous message: Arturo Magidin: "Re: groups"
- In reply to: Arturo Magidin: "Re: Vector = scalar equation?"
- Next in thread: W. Dale Hall: "Re: Vector = scalar equation?"
- Reply: W. Dale Hall: "Re: Vector = scalar equation?"
- Messages sorted by: [ date ] [ thread ]
Date: 21 Feb 2005 15:22:08 -0800
Thank you, Arturo. The equation I have in mind is one used to find
kinetic energy, which is a scalar, from torque, which is a vector: mrg
= mr^2 alpha theta. Here, m is mass, r displscement, alpha angular
acceleration, and theta angular displacement in radians, a pure number.
Thus, mrg is torque, a vector and mr^2 alpha tetha is kinetic energy, a
scalar. Dimensionally, I think the equation is correct.
Peter
- Next message: jstevh_at_msn.com: "Re: From sign conventions to Galois Theory"
- Previous message: Arturo Magidin: "Re: groups"
- In reply to: Arturo Magidin: "Re: Vector = scalar equation?"
- Next in thread: W. Dale Hall: "Re: Vector = scalar equation?"
- Reply: W. Dale Hall: "Re: Vector = scalar equation?"
- Messages sorted by: [ date ] [ thread ]
Relevant Pages
|