Forums before death by AOL, social media and spammers... "We can't have nice things"
|    sci.optics    |    Discussion relating to the science of op    |    12,750 messages    |
[   << oldest   |   < older   |   list   |   newer >   |   newest >>   ]
|    Message 11,113 of 12,750    |
|    timo@physics.uq.edu.au to Mat' G.    |
|    Re: Partial derivative of a light field    |
|    10 May 12 09:13:25    |
   
   a37d5860   
   On Wed, 9 May 2012, Mat' G. wrote:   
      
   > Hello,   
   >   
   > I cannot visualize the following, can someone please help me?   
   >   
   > Given a cartesian coordinate system {x,y,z} and a plane wave of light   
   > propagating in the z direction and polarized along x, which of the following   
   > is non zero?:   
   >   
   > \partial E_x /\partial x   
   > \partial E_x /\partial y   
   > \partial E_x /\partial z   
   >   
   > I would say only the first and last one because the electric field   
   > oscillates/varies along x, and propagates/varies along z.   
   >   
   > Am I wrong? Thank you for commenting.   
      
   The electric field is in the x-direction. Does it vary in the x-direction?   
   The wavefronts are parallel to the xy-plane. How does E_x vary over a   
   wavefront? If it doesn't vary, then the x derivative is zero.   
      
   --- SoupGate-Win32 v1.05   
    * Origin: you cannot sedate... all the things you hate (1:229/2)   
|
[   << oldest   |   < older   |   list   |   newer >   |   newest >>   ]
(c) 1994, bbs@darkrealms.ca