135
edits
Changes
Jump to navigation
Jump to search
Line 122:
Line 122: + + + + + + + + + +
Target Diamond Structural Analysis (view source)
Revision as of 18:01, 25 March 2009
, 18:01, 25 March 2009→Compensating for Internal Reflection
<math> + 2 C _1 C _5 \cos ( d _5 - d _1 ) + 2 C _2 C _3 \cos ( d _3 - d _2 ) + 2 C _2 C _4 \cos ( d _4 - d _2 ) + 2 C _2 C _5 \cos ( d _5 - d _2 ) + 2 C _3 C _4 \cos ( d _4 - d _3 )</math>
<math> + 2 C _1 C _5 \cos ( d _5 - d _1 ) + 2 C _2 C _3 \cos ( d _3 - d _2 ) + 2 C _2 C _4 \cos ( d _4 - d _2 ) + 2 C _2 C _5 \cos ( d _5 - d _2 ) + 2 C _3 C _4 \cos ( d _4 - d _3 )</math>
<math> + 2 C _3 C _5 \cos ( d _5 - d _3 )+ 2 C _4 C _5 \cos ( d _5 - d _4 ) </math>
<math> + 2 C _3 C _5 \cos ( d _5 - d _3 )+ 2 C _4 C _5 \cos ( d _5 - d _4 ) </math>
This is an unnerving equation. However, we only have eleven terms that need to be calculated. We can begin with the sum of C-terms and compare it to the idealized version.
<math> C^2 _1 + C^2 _2 + C^2 _3 + C^2 _4 + C^2 _5 = 0.043453</math>
<math> C^2 _1 + C^2 _2 = 0.043441</math>
Because the difference between these terms is three orders of magnitude less than the measurement, we can count it as error and do not need to compensate for it.
Next, we need to calculate all of the inner products.
== Color of the Laser ==
== Color of the Laser ==