- #1
switz5678
- 14
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I just finished up a Calculus class which went into fields, and I learned how to find the curl of the field and also the divergence of the field. What I want to know is what does the curl/div of the field actually show us?
Also when you have a field (x,y,z) = (Something)i + (something)j + (something)k does that just model the interaction felt at any given point within that field? Is it representative of a nonuniform field?
I also was wondering how do we derive the equations to represent these complexities in real life scenarios? I'm sure the universe doesn't hand us equations to solve for like class
Also when you have a field (x,y,z) = (Something)i + (something)j + (something)k does that just model the interaction felt at any given point within that field? Is it representative of a nonuniform field?
I also was wondering how do we derive the equations to represent these complexities in real life scenarios? I'm sure the universe doesn't hand us equations to solve for like class