Changes between Version 47 and Version 48 of CoriolisInstrumentation

Timestamp:

Mar 1, 2016, 11:59:07 AM (10 years ago)

Author:

sommeria

Comment:

--

CoriolisInstrumentation

@@ -9 +9 @@
 The curvature of light rays by refraction is equal to $\gamma=-n^{-1}dn/dz=n^{-1}(dn/d\rho)(-d\rho/dz)$.
 For $-d\rho/\rho dz=1\%$ over a depth of 1 m,the curvature 
-is $\gamma=1.75 10^{-3} m^{-1}$. The equation $z(x)$ of the ray propagating along $x$  is then $z=ax-\gamma x^2 /2$.
+is $\gamma=1.75\: 10^{-3} m^{-1}$. The equation $z(x)$ of the ray propagating along $x$  is then $z=ax-\gamma x^2 /2$.
 
 = Image Acquisition system RDVision =